1 Objective

Summary of the demographics and soil characteristics of the Rwanda long term soil health study.

1.1 Study methodology

Add in details and links on study methodology here.

library(knitr)
package ‘knitr’ was built under R version 3.3.2
library(ggplot2)
package ‘ggplot2’ was built under R version 3.3.2
library(stringr)
package ‘stringr’ was built under R version 3.3.2
suppressMessages(library(dplyr))
library(sp)
package ‘sp’ was built under R version 3.3.2
suppressMessages(library(rgdal))
package ‘rgdal’ was built under R version 3.3.2
suppressMessages(library(dismo))
package ‘dismo’ was built under R version 3.3.2
suppressMessages(library(stargazer))
library(leaflet)
package ‘leaflet’ was built under R version 3.3.2
library(XML)
package ‘XML’ was built under R version 3.3.2
suppressMessages(library(maptools))
package ‘maptools’ was built under R version 3.3.2
library(automap)
suppressMessages(library(RStata))
suppressMessages(library(fields))
package ‘fields’ was built under R version 3.3.2
library(gstat)
package ‘gstat’ was built under R version 3.3.2
library(htmltools)
package ‘htmltools’ was built under R version 3.3.2
suppressMessages(library(Matching))
package ‘MASS’ was built under R version 3.3.2
library(reshape2)
options("RStata.StataVersion" = 12)
options("RStata.StataPath" = "/Applications/Stata/StataSE.app/Contents/MacOS/stata-se")
#chooseStataBin("/Applications/Stata/StataSE.app/Contents/MacOS/stata-se")

The working directory objects are from the original baseline analysis. I’ve updated this to pull from a stable working directory (5/4/17)

# wd <- "/Users/mlowes/drive/optimized_agronomy/soil/soil_health_study/data/rw baseline"
# dd <- paste(wd, "data", sep = "/")
# od <- paste(wd, "output", sep="/")
# md <- paste(wd, "maps", sep="/")
drive <- "~/drive/r_help/4_output/statistical_test_outputs"
#load data:
# This data is being drawn from the Soil lab repository. It has the baseline data with it
# d <- read.csv(paste(dd, "Rwanda_shs_commcare_soil_data_final.csv", sep="/"),  stringsAsFactors=FALSE)

2 Data Prep

2.1 Combine survey and soil data

Replicate Alex’s and Emmanuel’s merge process using “Identifiers with SSN_final” provided by Emmanuel. I use the RStata package found here

# I'm replicating Alex's do file here.
stata("merge_shs.do")
. * merge raw commcare data with soil database
. 
. * date: 11 july 2016
. 
. clear all
. set more off
. 
. * set directory
. global wd "/Users/mlowes/drive/soil health study/data/rw baseline"
. global dd "/Users/mlowes/drive/soil health study/data/rw baseline/data"
. global troubleshoot "/Users/mlowes/drive/soil health study/data/rw baseline/t
> roubleshoot"
. 
. * insheet data
. insheet using "$dd/raw_rwanda_commcare_shs.csv", clear
file /Users/mlowes/drive/soil health study/data/rw
    baseline/data/raw_rwanda_commcare_shs.csv not found
r(601);
. 
. * clean sample_id variable
. replace sample_id = "" if sample_id == "---"
. replace sample_id = "-99" if sample_id == "99"
. 
. destring sample_id, replace
. 
. * manipulate current "sample_id" to become a proper alpha-numeric unique iden
> tifier
. * this simply involves adding "C" to each numeric code that belongs to a cont
> rol farmer
. 
. * variables of interest:
.       * d_client
.       * sample_id
. 
. ren demographic_infod_client d_client
. replace d_client = "" if d_client == "---"
. destring d_client, replace
. 
. tostring sample_id, gen(sample_id_string)
. 
. replace sample_id_string = sample_id_string + "C" if d_client == 0
. drop sample_id 
. ren sample_id_string sample_id
. 
. ***** !!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!! ***
> ***
. * quantify and note cases where sample_id appears more than twice
.      * 39 codes appear 2x
.      * 1 code appears 3x
.      * 1 code appears 4x
.      * 1 code appears 10x
.      * 1 code appears 19x
. 
. duplicates report sample_id
. duplicates tag sample_id, gen(n_duplicate_id)
. gen d_id_problem = 1 if n_duplicate_id != 0
. replace d_id_problem = 0 if missing(d_id_problem)
. 
. ** need to investigate 5% of observations (114 samples), i.e. d_id_problem = 
> 1**
. ***** !!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!! ***
> ***
. 
. * outsheet problematic observations and examine 1-by-1
. sort sample_id
. outsheet demographicnom_enqueteur district demographic_infocellule_selected d
> emographic_infoumudugudu d_client demographic_infonom_cultivateur sample_id d
> emographic_infosex demographic_infoage_cultivateur demographic_infon_telephon
> e_cult d_id_problem using "$dd/shs_to_check.csv" if d_id_problem == 1, replac
> e comma
. 
. **************** post-investigation correction of incorrect ids *************
> ***
. 
. ren demographic_infonom_cultivateur farmer_name
. ren demographic_infocellule_selected selected_cell
. ren demographicnom_enqueteur enumerator_name
. 
. * drop test/accidentally double-entered observations
. drop if infoformid == "f138897f-6e80-4b0a-9db3-ab2134cd9e51"
. drop if farmer_name == "Mugisha"
. drop if farmer_name == "Muhunde yoramu"
. drop if farmer_name == "Test"
. drop if farmer_name == "Billy"
. drop if farmer_name == "Gakuba michel"
. drop if farmer_name == "Renata"
. drop if farmer_name == "Bub"
. drop if farmer_name == "M"
. drop if farmer_name == "Anita"
. drop if farmer_name == "Jean"
. drop if farmer_name == "Nyirazaninka lea"
. drop if farmer_name == "Mugiraneza Pacifiue"
. drop if farmer_name == "Nsengiyaremye Innocent"
. 
. * correct incorrectly recorded ids
. replace sample_id = "880C" if farmer_name == "Nyiransanzineza Marie Rose"
. replace sample_id = "811C" if farmer_name == "Ngirabatware  Daniel"
. replace sample_id = "646C" if farmer_name == "Nyirasabwa anonciata"
. replace sample_id = "624C" if farmer_name == "Nyirinkindi j Bosco"
. replace sample_id = "560C" if farmer_name == "Mubirigi Bertin"
. replace d_client = 0 if farmer_name == "Mubirigi Bertin"
. replace sample_id = "375C" if farmer_name == "Hitimana ezecquiere"
. replace sample_id = "322C" if farmer_name == "Nyirantabire arrivera"
. replace sample_id = "2566C" if farmer_name == "MUSABYIMANA Colletta"
. replace sample_id = "2399C" if farmer_name == "Nyirabajyambere anastisia"
. replace d_client = 0 if farmer_name == "Nyirabajyambere anastisia"
. replace sample_id = "2280C" if farmer_name == "Zihabake Simon"
. replace sample_id = "2202C" if farmer_name == "mugiraneza pacifique"
. replace sample_id = "1780C" if farmer_name == "Hakuzimana Theophile"
. replace sample_id = "1757C" if farmer_name == "Bavugirije Feleciane"
. replace sample_id = "1626C" if farmer_name == "Nyabivumu"
. replace sample_id = "1575C" if farmer_name == "BAHIMBANDE Beriyana."
. replace d_client = 0 if farmer_name == "BAHIMBANDE Beriyana."
. replace sample_id = "1103C" if farmer_name == "Barirwanda Elyse"
. replace sample_id = "1037C" if farmer_name == "Mukashema Faraziya"
. replace d_client = 0 if farmer_name == "Mukashema Faraziya" 
. replace sample_id = "3069" if farmer_name == "Ndababonye Silas"
. replace sample_id = "2611" if farmer_name == "Sebazungu modeste"
. replace d_client = 1 if farmer_name == "Sebazungu modeste"
. replace sample_id = "2415" if farmer_name == "Nkaka joseph"
. replace sample_id = "2412" if farmer_name == "Ndagijimana alexis"
. replace sample_id = "2410" if farmer_name == "Sebuhoro elie"
. replace sample_id = "2406" if farmer_name == "Mugisha ruth"
. replace sample_id = "2405" if farmer_name == "Mboneza hasan"
. replace sample_id = "2404" if farmer_name == "Ntibitonderwa veriane"
. replace sample_id = "2399" if farmer_name == "Nyiraburakeye feresita"
. replace sample_id = "2395" if farmer_name == "Uwimana danier"
. replace sample_id = "2394" if farmer_name == "Bizinde silas"
. replace sample_id = "2390" if farmer_name == "Nyirahabimvana keresesiya"
. replace sample_id = "2388" if farmer_name == "Nyirasekerabanzi tharcilla"
. replace sample_id = "2386" if farmer_name == "Ndererimana emmanuel"
. replace sample_id = "2291" if farmer_name == "Ndacyayisenga Feresiyani"
. replace sample_id = "2184" if farmer_name == "Muhawenimana Beretirida"
. replace sample_id = "2145" if farmer_name == "Fapfakwita celestine"
. replace sample_id = "2141" if farmer_name == "Nsangiranabo krizoroji"
. replace sample_id = "2140" if farmer_name == "Nsabyumuremyi anakereti"
. replace sample_id = "2136" if farmer_name == "Nyirantibitonderwa savoroniya"
. replace sample_id = "2131" if farmer_name == "Hagenimana Ewufroni"
. replace sample_id = "2066" if farmer_name == "Hitayezu vicent"
. replace d_client = 1 if farmer_name == "Hitayezu vicent"
. replace sample_id = "2044" if farmer_name == "Niyodushima janette"
. replace d_client = 1 if farmer_name == "Niyodushima janette"
. replace sample_id = "2024" if farmer_name == "Mukabatsinda veren A"
. replace sample_id = "2020" if farmer_name == "Sibomana innocent"
. replace sample_id = "2009" if farmer_name == "Nsabimana inyasi"
. replace sample_id = "2002" if farmer_name == "Mateso elizabet"
. replace sample_id = "1889" if farmer_name == "Niyonsaba Daniel"
. replace sample_id = "1864" if farmer_name == "Mukankubana Souzanne"
. replace sample_id = "1780" if farmer_name == "Nyirantihabose Annonciatha"
. replace sample_id = "1771" if farmer_name == "Bizimungu Damascne"
. replace sample_id = "1675" if farmer_name == "Bikorimana Isaac"
. replace sample_id = "1103" if farmer_name == "Munyabarata japhette"
. replace sample_id = "954" if farmer_name == "Hahirwabake silver"
. replace sample_id = "541" if farmer_name == "Rugemintwaza Vianney"
. replace sample_id = "454" if farmer_name == "Niyonizeye fororida"
. replace sample_id = "407" if farmer_name == "Munyaneza jean pierre"
. replace sample_id = "375" if farmer_name == "Munyarubuga nanias"
. replace sample_id = "322" if farmer_name == "Gacandaga zackarie"
. replace sample_id = "262" if farmer_name == "MUHIRWA J Damascene"
. replace sample_id = "32" if farmer_name == "Nsanzemuhire"
. 
. *** re-run duplicates test
. drop d_id_problem
. drop n_duplicate_id
. 
. duplicates report sample_id
. duplicates tag sample_id, gen(n_duplicate_id)
. gen d_id_problem = 1 if n_duplicate_id != 0
. replace d_id_problem = 0 if missing(d_id_problem)
. 
. * second try: outsheet problematic observations and examine 1-by-1
. sort sample_id
. outsheet using "$dd/shs_to_check_2.csv" if d_id_problem == 1, replace comma
. 
. * second try: correct incorrect ids
. 
. replace sample_id = "2202" if farmer_name == "Mukamurara scholastique"
. replace d_client = 1 if farmer_name == "Mukamurara scholastique"
. replace sample_id = "2195" if farmer_name == "Ndacyayisenga Feresiyani"
. replace sample_id = "824" if farmer_name == "Ngirabatware  Daniel"
. 
. replace sample_id = "" if rownumber == 238
. replace sample_id = "" if rownumber == 848
. replace sample_id = "" if rownumber == 1257
. replace sample_id = "" if rownumber == 1732
. 
. *** re-run duplicates test
. drop d_id_problem
. drop n_duplicate_id
. 
. duplicates report sample_id
. duplicates tag sample_id, gen(n_duplicate_id)
. gen d_id_problem = 1 if n_duplicate_id != 0
. replace d_id_problem = 0 if missing(d_id_problem)
. 
. * third try: outsheet problematic observations
. sort sample_id
. outsheet using "$dd/shs_to_check_3.csv" if d_id_problem == 1, replace comma
. 
. *** 4 sets of duplicates remain (2 observations)
. drop if d_id_problem == 1
. save "$dd/rwanda_commcare_shs_clean.dta", replace
. outsheet using "$dd/rwanda_commcare_shs_clean.csv", comma replace
. 
. * merge datasets
. insheet using "$dd/mne_rwanda_database_shs.csv", clear
. 
. save "$dd/mne_rwanda_database_shs.dta", replace
. 
. use "$dd/rwanda_commcare_shs_clean.dta", clear
. 
. merge 1:1 sample_id using "$dd/mne_rwanda_database_shs.dta"
. 
.    * 93 observations unmatched... :(
. 
. * investigate unmatched observations
. sort sample_id
. outsheet using "$troubleshoot/unmatched_commcare.csv" if _merge == 1, comma r
> eplace
. outsheet using "$troubleshoot/unmatched_inventory.csv" if _merge == 2, comma 
> replace
. 
. * make first round of corrections in master data
. use "$dd/rwanda_commcare_shs_clean.dta", clear
. 
. replace sample_id = "2711C" if farmer_name == "Kamuhanda Elie"
. replace sample_id = "260C" if farmer_name == "HATEGEKIMANA Mathias"
. replace sample_id = "245" if farmer_name == "Kayiranga Michel"
. replace sample_id = "1543" if farmer_name == "Ndagijimana Eliezel"
. replace sample_id = "1543C" if farmer_name == "Mukantanganzwa odeta"
. replace sample_id = "1632" if farmer_name == "Nyiranziguye Cecile"
. replace sample_id = "2782" if farmer_name == "Mukamungu leocadie"
. replace sample_id = "421C" if farmer_name == "Niyonizeye Francine"
. replace sample_id = "828C" if farmer_name == "Mukamazimpaka Terese"
. replace sample_id = "364" if farmer_name == "Mukamuyango verina"
. replace sample_id = "364C" if farmer_name == "Mujawimana jeanne"
. replace sample_id = "368" if farmer_name == "Nyiramanzi jean damascene"
. replace sample_id = "368C" if farmer_name == "Karwiyegura rachel"
. replace sample_id = "391" if farmer_name == "Mugemane augistin"
. replace sample_id = "391C" if farmer_name == "Ngirishuti sumayire"
. replace sample_id = "395" if farmer_name == "Niyomugabo amiel"
. replace sample_id = "395C" if farmer_name == "Ntawiniga augustin"
. replace sample_id = "396" if farmer_name == "Mpayimana philippe"
. replace sample_id = "329" if farmer_name == "Mucyezangango emmanuel"
. replace sample_id = "411" if farmer_name == "Nsabimana mathias"
. replace sample_id = "411C" if farmer_name == "Singirankabo"
. replace sample_id = "414" if farmer_name == "Rutaharama eldephonse"
. replace sample_id = "329C" if farmer_name == "Mukamana josephine"
. replace sample_id = "657" if farmer_name == "Nyandwi vincent"
. replace sample_id = "569C" if farmer_name == "Uwimana Bercilla"
. replace sample_id = "2051C" if farmer_name == "Ntambabazi Anastase"
. replace sample_id = "2249" if farmer_name == "Uwineza valentine"
. replace sample_id = "2360C" if farmer_name == "Bamporineza j deDieu"
. replace sample_id = "2001" if farmer_name == "Nyiramakuba thanene"
. replace sample_id = "2897C" if farmer_name == "Mukagatanazi Marianne"
. replace sample_id = "2965C" if farmer_name == "Twizeyimana Theoneste"
. 
. drop if farmer_name == "Yjk"
. drop if farmer_name == "Uwambajimana Agnes"
. drop if farmer_name == "Tr"
. 
. replace sample_id = "2415C" if farmer_name == "Nyiramahirwe Frolance"
. replace sample_id = "851" if farmer_name == "Bigirimana  Amon"
. 
. 
. * duplicates check
. drop d_id_problem
. drop n_duplicate_id
. 
. duplicates report sample_id
. duplicates tag sample_id, gen(n_duplicate_id)
. gen d_id_problem = 1 if n_duplicate_id != 0
. replace d_id_problem = 0 if missing(d_id_problem)
. 
. * second try: merge
. merge 1:1 sample_id using "$dd/mne_rwanda_database_shs.dta"
. 
. * deal with 30 unmatched cases
. sort sample_id
. outsheet using "$troubleshoot/unmatched_commcare_2.csv" if _merge == 1, comma
>  replace
. outsheet using "$troubleshoot/unmatched_inventory_2.csv" if _merge == 2, comm
> a replace
. 
. * 5 submitted surveys with no corresponding sample
. *drop if _merge == 1
. 
. * 19 samples with no corresponding survey
. *drop if _merge == 2
. 
. * outsheet merged database
. outsheet using "$dd/rwanda_shs_baseline_data.csv", comma replace
. * THIS IS THE CLEAN VERSION! ONLY USE THIS! DON'T USE OTHER THINGS!
. 

Import the results of Alex’s do file.

d <- read.csv("data/rwanda_shs_baseline_data.csv", stringsAsFactors = F)
Identifiers <- read.csv("data/Identifiers with SSN_final.csv", stringsAsFactors = F)
wetChem <- read.csv(paste("/Users/mlowes/drive/jupyter/Rwanda Acidity", "Original chem_rwanda_shs.csv", sep = "/"))
d <- left_join(d, Identifiers, by="sample_id")
# now import the soil results and merge with survey data
soilRF <- read.csv("data/rwshs_rfresults.csv", stringsAsFactors = F)
names(soilRF)[names(soilRF)=="X"] <- "SSN"
d <- left_join(d, soilRF, by="SSN")

2.2 Cleaning baseline variables

Now let’s start cleaning the demographic variables

d[d=="---"] <- NA
names(d) <- gsub("text_final_questions", "", names(d))
names(d) <- gsub("intro_champ_echantillon", "", names(d))
names(d) <- gsub("demographic_info", "", names(d))
names(d) <- gsub("other_inputs_", "", names(d))
names(d) <- gsub("crop1_15b_inputs", "", names(d))
names(d) <- gsub("crop2_15b_inputs", "", names(d))
names(d) <- gsub("^15b", "", names(d))
names(d) <- gsub("historical_intro", "", names(d))
names(d)[names(d)=="field_dim"] <- "field_dim1"
names(d)[names(d)=="v51"] <- "field_dim2"

Address unusual field sizes

ggplot(d, aes(x=field_dim1, y=field_dim2)) + geom_point()

It seems really unlikely that fields are 200 meters long while only being 20 meters wide. I don’t know how to check this though.

# clean field dimensions here - winsor the values to something reasonable.
d[(d$field_dim1>=100 | d$field_dim2>=100) & !is.na(d$field_dim1), c("field_dim1", "field_dim2")]

Take care of demographic data formatting issues

# deal with names and drop unnecessary variables
d <- d %>% 
    dplyr::select(-c(rownumber, infoformid, introductiond_accept, photo,
        infocompleted_time, 
        enumerator_name, contains("phone"), farmer_name, farmersurname, farmername,
        d_respondent, additionalsamplepackedandsenttol, additionalsamplerequestedfromlab,
        datedryingcompleteifnecessary, driedindistrictifnecessary, senttohqyo,
        collectedindistrictyo, excessstoredathq_, receivedathq_,dateofinitialdryingifnecessary,
        samplecollectedinfieldyo, field_des, samplewetordry)) %>%
    rename(
    female = sex,
    age = age_cultivateur,
    own = d_own,
    client = d_client) %>%
    mutate(
    female= ifelse(female=="gore", 1,0),
    field.size = field_dim1*field_dim2
    )
d$total.seasons <- apply(d[, grep("d_season_list", names(d))], 1, function(x) {
    sum(x, na.rm=T)})

Clean agronomic practice variables

agVars <- c("n_season_fert", "n_season_compost", "n_season_lime", "n_season_fallow",
            "n_seasons_leg_1", "n_seasons_leg_2")
summary(d[,agVars])
 n_season_fert    n_season_compost n_season_lime     n_season_fallow   n_seasons_leg_1  n_seasons_leg_2   
 Min.   : 0.000   Min.   : 0.000   Min.   : 0.0000   Min.   : 0.0000   Min.   : 0.000   Min.   : -88.000  
 1st Qu.: 0.000   1st Qu.: 2.000   1st Qu.: 0.0000   1st Qu.: 0.0000   1st Qu.: 0.000   1st Qu.:   0.000  
 Median : 1.000   Median : 5.000   Median : 0.0000   Median : 0.0000   Median : 1.000   Median :   2.000  
 Mean   : 2.041   Mean   : 5.651   Mean   : 0.1819   Mean   : 0.6355   Mean   : 2.171   Mean   :   4.368  
 3rd Qu.: 3.000   3rd Qu.:10.000   3rd Qu.: 0.0000   3rd Qu.: 0.0000   3rd Qu.: 4.000   3rd Qu.:   5.000  
 Max.   :10.000   Max.   :10.000   Max.   :10.0000   Max.   :10.0000   Max.   :10.000   Max.   :3333.000  
 NA's   :19       NA's   :19       NA's   :19        NA's   :19        NA's   :19       NA's   :19        

Sort out the legumes as a second crop

table(d$n_seasons_leg_2, useNA = 'ifany')

 -88    0    1    2    3    4    5    6    7    8    9   10   15   22   50   53   83   88  101  102 3333 <NA> 
   1  956  221  258  174  130  301   61   34   66   57  199    1    1    1    3    1    1    1    1    1   19 
d$n_seasons_leg_2 <- ifelse(d$n_seasons_leg_2 <0 | d$n_seasons_leg_2>10, NA, d$n_seasons_leg_2)

2.2.1 Check out client variable - why are there missing values?

table(d$client, useNA = 'ifany')

   0    1 <NA> 
1233 1236   19 
d[is.na(d$client), c("sample_id")]
 [1] "1189C" "1207C" "1295"  "1295C" "1298C" "1300"  "1300C" "1366C" "1476C" "1485C" "1554"  "1573"  "1614"  "2042"  "2371C" "2373"  "2375" 
[18] "2382"  "2442" 
# replace client based on whether there is a C in the client variable.
d$client.check <- ifelse(grepl("C", d$sample_id)==T, 0, 1)
table(d$client, d$client.check)
   
       0    1
  0 1233    0
  1    1 1235

It looks like most farmers were recorded correctly except for one farmer who was coded as Tubura farmer but their sample_id indicate their a control. Let’s take a look:

d[d$client==1 & d$client.check==0 & !is.na(d$d_gps), c("sample_id", "tuburacontroltc")]
# they should be a control
d[d$client==1 & d$client.check==0 & !is.na(d$d_gps), "client"] <- 0
# remove farmers for which we have soil data but no survey data (using)
d <- d[-which(grepl("using", d$X_merge)),]
table(d$client, d$client.check, useNA = 'ifany')
   
       0    1
  0 1234    0
  1    0 1235
# update client to equal client check
d$client <- d$client.check

Fix some more variable names:

names(d)[names(d)=="field_kg_fert1_1"] <- "field_kg_fert1_15b"
names(d)[names(d)=="field_kg_fert2_1"] <- "field_kg_fert2_15b"
names(d)[names(d)=="field_kg_compost"] <- "field_kg_compost_15b"

Recode variables to numeric:

# recode to numeric
varlist <- c("client", "own", "crop1_15b_seedkg", "crop1_15b_yield", "crop1_15b_yield_",
    "crop2_15b_seedkg", "crop2_15b_yield", "crop2_15b_yield_", "field_kg_fert1_15b",
    "field_kg_fert2_15b", "field_kg_compost_15b", "d_lime_15b", "kg_lime_15b")
# check that there aren't values hidden in the character variables
#apply(d[,varlist], 2, function(x){table(x, useNA='ifany')})
# recode characters to numerics
d[, varlist] <- sapply(d[,varlist], as.numeric)

2.2.2 Sort out kgs of lime applied

table(d$kg_lime_15b, useNA = 'ifany')

 -88    1    3    4    5   10   13   15   20   25   30   35   50   60   88  100  150  200 <NA> 
   1    2    2    2    6    5    1    1    2    5    1    1    8    1    2    2    4    1 2422 
d$kg_lime_15b <- ifelse(abs(d$kg_lime_15b)==88, NA, d$kg_lime_15b)
# divide out GPS coordinates
# http://rfunction.com/archives/1499
# replace the blank gps_pic_guide with info
d <- cbind(d, str_split_fixed(d$gps_pic_guid, " ", n=4))
names(d)[names(d)=="1" |names(d)== "2" | names(d)== "3" | names(d)== "4"] <- c("lat", "lon", "alt", "precision")
d[,c("lat", "lon", "alt", "precision")] <- sapply(d[,c("lat", "lon", "alt", "precision")],
                                                  function(x){as.numeric(as.character(x))})

2.3 Cleaning soil data

Cleaning of soil data: Come back, check and clean the soil data before outputting to clean data set. Plot each of the soil variables to look for unrealistic values.

dim(d[is.na(d$m3.Ca),])
[1]  26 111
d <- d[-which(is.na(d$m3.Ca)),]
       
summary(d[,c("m3.Ca", "m3.Mg", "pH", "Total.N", "Total.C", "ExAl")])
     m3.Ca            m3.Mg               pH           Total.N           Total.C            ExAl        
 Min.   : 213.8   Min.   :  36.93   Min.   :4.549   Min.   :0.05723   Min.   :0.9107   Min.   :0.02589  
 1st Qu.: 436.5   1st Qu.: 115.94   1st Qu.:5.020   1st Qu.:0.13577   1st Qu.:1.7298   1st Qu.:0.09995  
 Median : 723.1   Median : 184.63   Median :5.535   Median :0.15483   Median :2.1164   Median :0.23170  
 Mean   : 877.1   Mean   : 208.23   Mean   :5.543   Mean   :0.15706   Mean   :2.1147   Mean   :0.57795  
 3rd Qu.:1159.5   3rd Qu.: 270.55   3rd Qu.:6.010   3rd Qu.:0.17910   3rd Qu.:2.3664   3rd Qu.:1.00947  
 Max.   :3724.8   Max.   :1009.88   Max.   :7.131   Max.   :0.24656   Max.   :4.2212   Max.   :2.31905  

2.3.1 Soil Type

names(d)[names(d)=="general_field_infosoil_type"] <- "soil_type"
names(d)[names(d)=="general_field_infotexture_soil"] <- "soil_texture"
d$black_soil <- ifelse(d$soil_type=="black", 1,0)
d$red_soil <- ifelse(d$soil_type=="red", 1,0)
d$sandy_soil <-ifelse(d$soil_type=="sandy", 1,0)

Let’s check out the rows for which we don’t have soil data and drop them as they won’t contribute to the full picture.

2.3.2 Graphs of RW baseline soil variables

soilVars <- c("m3.Ca", "m3.Mg", "pH", "Total.N", "Total.C", "ExAl")
for(i in 1:length(soilVars)){
print(
  ggplot(data=d, aes(x=as.factor(client), y=d[,soilVars[i]])) + 
    geom_boxplot() +
    labs(x="Tubura Farmer", y=soilVars[i], title = paste("RW baseline soil - ", soilVars[i], sep = ""))
  )  
}

2.3.3 Check out soil relationships

There are biologically predictable relationships between soil chemical characteristics. For instance, we expect Ca and Mg to move in the same direction and be positively correlated with pH. If we had Aluminum as an outcome, we’d expect pH to be negatively correlated with soluable aluminum. Let’s look quickly to confirm if those relationships are present:

ggplot(d, aes(x=m3.Ca, y=m3.Mg)) + geom_point() +
    stat_smooth(method="loess") +
    labs(x = "Calcium (m3)", y= "Magnesium (m3)", title="Calcium and Magnesium relationship")

ggplot(d, aes(x=pH, y=m3.Ca)) + geom_point() +
  stat_smooth(method="loess") +
  labs(x = "pH", y="Calcium (m3)", title = "pH and Calcium relationship")

ggplot(d, aes(x=pH, y=m3.Mg)) + geom_point() +
  stat_smooth(method="loess") +
  labs(x = "pH", y="Magnesium (m3)", title = "pH and Magnesium relationship")

ggplot(d, aes(x=pH, y=ExAl)) + geom_point() +
  stat_smooth(method="loess") +
  labs(x = "pH", y="Exchangeable Aluminum", title = "pH and Aluminum relationship")

ggplot(d, aes(x=Total.C, y=Total.N)) + geom_point() + 
  stat_smooth(method="loess") +
  labs(x = "Total Carbon", y="Total Nitrogen", title = "Carbon and Nitrogen relationship")

The soil characteristics are moving in the manner that is consistent with our understanding of soil chemical processes.

Save clean demographic and soil data to external file

write.csv(d, file="data/shs rw baseline.csv")
save(d, file="data/shs rw baseline.Rdata")

2.3.4 Map of baseline observations

Produce a simple map of where our observations are

See here for more on using markerClusterOptions in leaflet.

In the map below, the larger green circles are Tubura farmers and the smaller blue circles are control farmers.

e <- d[!is.na(d$lon),]
ss <- SpatialPointsDataFrame(coords = e[, c("lon", "lat")], data=e)
pal <- colorNumeric(c("navy", "green"), domain=unique(ss$client))
map <- leaflet() %>% addTiles() %>%
  setView(lng=rwanda$longitude, lat=rwanda$latitude, zoom=8) %>%
  addCircleMarkers(lng=ss$lon, lat=ss$lat, 
                   radius= ifelse(ss$client==1, 10,6),
                   color = pal(ss$client),
clusterOptions = markerClusterOptions(disableClusteringAtZoom=13, spiderfyOnMaxZoom=FALSE))
map

3 Summary statistics

3.0.1 Table of final baseline breakdown

3.1 Baseline balance

Let’s see how balanced our farmers are in terms of demographic variables. Tubura farmers were selected based on (list criteria) and control farmers in the same area tha fit the same criteria were also selected. No matching process has been performed to identify the control farmers that most closely resemble the Tubura farmers in the sample. These results are entirely reflecting the balance inherent in the identification process, not any statistical matching of treatment and control.

d$valley <- ifelse(d$general_field_infofield_location=="valley", 1,0)
d$hillside <- ifelse(d$general_field_infofield_location=="hillside", 1,0)
d$hilltop <- ifelse(d$general_field_infofield_location=="hilltop", 1,0)
names(d)[names(d)=="general_field_infograde_hill"] <- "slope"
cor(d[, grep("betail_", names(d))], use='complete.obs')
                       betail_ownedn_inka betail_ownedn_ihene betail_ownedn_inkoko betail_ownedn_ingurube betail_ownedn_intama
betail_ownedn_inka             1.00000000         0.036402152           0.09740274            0.021664199          0.042450521
betail_ownedn_ihene            0.03640215         1.000000000           0.12742469           -0.009667001          0.002625236
betail_ownedn_inkoko           0.09740274         0.127424693           1.00000000            0.049416370          0.030415986
betail_ownedn_ingurube         0.02166420        -0.009667001           0.04941637            1.000000000          0.025487680
betail_ownedn_intama           0.04245052         0.002625236           0.03041599            0.025487680          1.000000000
names(d)[grep("betail_", names(d))] <- c("cows", "goats", "chickens", "pigs", "sheep")
d$own.cows <- ifelse(d$cows>0 & !is.na(d$cows), 1,0)
d$own.goats <- ifelse(d$goats>0 & !is.na(d$goats), 1,0)
d$own.chickens <- ifelse(d$chickens>0 & !is.na(d$chickens), 1,0)
d$own.pigs <- ifelse(d$pigs>0 & !is.na(d$pigs), 1,0)
d$own.sheep <- ifelse(d$sheep>0 & !is.na(d$sheep), 1,0)

3.2 Crop selection in 15B

names(d)[names(d)=="inputuse_15b_priorculture_15b_1"] <-"crop_15b"
d$crop_15b <- tolower(d$crop_15b)
sort(prop.table(table(d$crop_15b, useNA = 'ifany')))

         kor         hwag        sheke       coffee          cer        uburo         teke       insina         shaz          nyo          gan 
0.0004093328 0.0008186656 0.0008186656 0.0012279984 0.0024559967 0.0036839951 0.0040933279 0.0057306590 0.0085959885 0.0135079820 0.0196479738 
   other_veg          ray          yum       ntacyo          gor         soya          jum          big         saka          shy 
0.0212853050 0.0519852640 0.0577159230 0.0589439214 0.0597625870 0.0790012280 0.0920998772 0.1604584527 0.1649611134 0.1927957429 
d$climbing_bean <- ifelse(d$crop_15b=="shy", 1,0)
d$sorghum <- ifelse(d$crop_15b=="saka", 1,0)
d$bush_bean <- ifelse(d$crop_15b=="big", 1,0)
d$maize <- ifelse(d$crop_15b=="gor", 1,0)
out.list <- c("female", "age", "hhsize", "own", "field.size",
              "n_season_fert", "n_season_compost", "n_season_lime", "n_season_fallow", "n_seasons_leg_1", "n_seasons_leg_2", "slope",  "alt", "valley", "hillside", "hilltop", "cows", "goats", "chickens", "pigs", "sheep", "climbing_bean", "sorghum", "bush_bean","maize", soilVars, "own.cows", "own.goats", "own.chickens", "own.pigs", "own.sheep", "black_soil", "red_soil", "sandy_soil")
output <- do.call(rbind, lapply(out.list, function(x) {
  
  out <- t.test(d[,x] ~ d[,"client"], data=d)
  tab <- data.frame(out[[5]][[2]],out[[5]][[1]], out[3])
  tab[,1:2] <- round(tab[,1:2],3)
  names(tab) <- c(names(out[[5]]), "pvalue")
  return(tab)
}))
# use p.adjust with bonferroni correction
output$pvalue <- p.adjust(output$pvalue, method="fdr")
rownames(output) <- out.list
output <- output[order(output$pvalue),]
output$pvalue <- ifelse(output[, 3] < 0.001, "< 0.001", round(output[, 3], 3)) 
colnames(output) <- c("Tubura Client","Non-Tubura", "p-value")  
print(kable(output))
Tubura Client Non-Tubura p-value
n_season_fert 3.263 0.833 < 0.001
female 0.493 0.649 < 0.001
own.cows 0.683 0.539 < 0.001
age 44.021 48.088 < 0.001
hhsize 5.418 4.894 < 0.001
own.chickens 0.342 0.267 < 0.001
n_seasons_leg_2 2.550 3.072 < 0.001
n_season_lime 0.228 0.132 < 0.001
own.pigs 0.355 0.281 < 0.001
pigs 0.525 0.394 0.006
chickens 1.225 0.895 0.007
hillside 0.682 0.733 0.017
own 0.932 0.957 0.025
cows 1.178 0.912 0.025
valley 0.266 0.222 0.028
maize 0.072 0.048 0.028
sorghum 0.146 0.184 0.029
climbing_bean 0.212 0.174 0.039
own.sheep 0.104 0.077 0.044
sheep 0.202 0.142 0.053
n_season_compost 5.818 5.523 0.103
Total.N 0.156 0.158 0.111
n_season_fallow 0.690 0.569 0.111
m3.Mg 204.339 212.129 0.185
m3.Ca 859.917 894.354 0.197
field.size 667.734 601.671 0.232
Total.C 2.104 2.126 0.426
bush_bean 0.154 0.167 0.494
n_seasons_leg_1 2.228 2.135 0.512
hilltop 0.051 0.044 0.512
pH 5.533 5.553 0.512
slope 10.203 10.445 0.592
ExAl 0.584 0.571 0.709
goats 1.076 1.053 0.828
sandy_soil 0.145 0.149 0.828
alt 1570.267 1565.917 0.884
black_soil 0.537 0.541 0.884
red_soil 0.279 0.277 0.93
own.goats 0.485 0.485 0.981

Pre-PSM table 1 summary

table1vars <- c("pH", "Total.C", "Total.N", "m3.Ca", "m3.Mg")
table1 <- output[rownames(output) %in% table1vars, ]
write.csv(table1, file=paste("output","rw table1.csv", sep = "/"), row.names=T)
# write baseline balance table for ES per his table layouts
t4order <- c("age", "female", "hhsize", "own")
table4vars <- paste(t4order, collapse="|")
rw.table4 <- output[grepl(table4vars, rownames(output)),]
rw.table4 <- rw.table4[order(match(rownames(rw.table4), t4order)),]
write.csv(rw.table4, file=paste("output", "pre match balance table4.csv", sep="/"),
          row.names = T)
t5order <- c("field.size", "slope", "alt", "hilltop", "hillside", "valley",
                      "climbing_bean", "sorghum", "bush_bean", "maize")
table5vars <- paste(t5order,collapse="|")
rw.table5 <- output[grepl(table5vars, rownames(output)),]
rw.table5 <- rw.table5[order(match(rownames(rw.table5), t5order)),]
write.csv(rw.table5, file=paste("output", "pre match balance table5.csv", sep = "/"),
          row.names = T)
t6order <- c("own.cows", "cows", "own.pigs", "pigs", "own.sheep", "sheep", "own.goats", "goats","own.chickens", "chickens")
table6vars <- paste(t6order, collapse = "|")
rw.table6 <- output[grep(table6vars, rownames(output)), ]
rw.table6 <- rw.table6[order(match(rownames(rw.table6), t6order)),]
write.csv(rw.table6, file=paste("output", "pre match balance table6.csv", sep = "/"), 
          row.names=T)

3.3 Overall balance interpretation

Demographic variables We are not well balanced along the main demographic variables we collected, sex, age and HH size. For the purposes of inference we can test some matching algorithms to improve the match between Tubura and control farmers.

Agricultural practice variables We are decently balanced along agricultural practice variables. Our course of action here is similiar to our options with the demographic variables.

Soil Variables We are balanced on the primary soil variables of interest betwen our Tubura farmers and the comparison farmers.

3.4 Baseline balance by district

dist.output <- do.call(rbind, lapply(split(d, d$district), function(x) {
  
  tab <- do.call(rbind, lapply(out.list, function(y) {
    
    out <- t.test(x[,y] ~ x[,"client"], data=x)
    tab <- data.frame(out[[5]][[2]],out[[5]][[1]], out[3])
    tab[,1:2] <- round(tab[,1:2],3)
    names(tab) <- c(names(out[[5]]), "pvalue")
    #tab[,3] <- p.adjust(tab[,3], method="holm")
    #tab[,3] <- ifelse(tab[,3] < 0.001, "< 0.001", round(tab[,3],3))
    #print(tab)
    return(tab)
  }))
  
  return(data.frame(district = unique(x$district), tab))
}))
rownames(dist.output) <- NULL
dist.output$variable <- rep(out.list,length(unique(d$district)))    
# order variables 
dist.output <- dist.output[, c(1, 5, 2:4)]
dist.output$pvalue <- p.adjust(dist.output$pvalue, method="fdr")
dist.output <- dist.output[order(dist.output$pvalue),]
dist.output$pvalue <- ifelse(dist.output$pvalue < 0.001, "< 0.001", round(dist.output$pvalue,3))
colnames(dist.output) <- c("District", "Varible", "Tubura Client","Non-Tubura", "p-value")  
District Varible Tubura Client Non-Tubura p-value
162 Karongi n_season_fert 3.785 0.447 < 0.001
240 Mugonero n_season_fert 4.313 0.597 < 0.001
435 Rutsiro n_season_fert 4.200 1.066 < 0.001
318 Nyamasheke n_season_fert 5.068 1.507 < 0.001
474 Rwamagana n_season_fert 2.645 1.054 < 0.001
123 Huye n_season_fert 2.246 0.322 < 0.001
45 Gatsibo_NLWH n_season_fert 1.517 0.296 < 0.001
461 Rutsiro own.cows 0.824 0.545 < 0.001
279 Nyamagabe n_season_fert 4.000 1.554 < 0.001
131 Huye valley 0.254 0.052 < 0.001
132 Huye hillside 0.702 0.922 < 0.001
320 Nyamasheke n_season_lime 0.327 0.041 < 0.001
201 Kayonza n_season_fert 2.073 0.776 0.001
470 Rwamagana age 44.245 52.072 0.002
315 Nyamasheke hhsize 5.701 4.685 0.006
157 Karongi female 0.466 0.667 0.008
393 Nyaruguru hhsize 6.217 4.717 0.008
110 Gisagara own.cows 0.696 0.326 0.008
112 Gisagara own.chickens 0.370 0.065 0.009
113 Gisagara own.pigs 0.565 0.217 0.012
119 Huye age 43.395 49.400 0.017
95 Gisagara cows 1.043 0.413 0.017
105 Gisagara m3.Mg 191.739 239.872 0.021
352 Nyanza female 0.217 0.543 0.022
104 Gisagara m3.Ca 903.287 1203.933 0.023
357 Nyanza n_season_fert 1.326 0.152 0.033
41 Gatsibo_NLWH age 39.897 46.210 0.035
40 Gatsibo_NLWH female 0.322 0.556 0.036
97 Gisagara chickens 1.196 0.174 0.036
502 Rwamagana own.chickens 0.418 0.225 0.036
2 Gatsibo_LWH age 41.931 49.949 0.046
274 Nyamagabe female 0.482 0.750 0.052
196 Kayonza female 0.400 0.672 0.052
149 Huye own.cows 0.675 0.487 0.054
43 Gatsibo_NLWH own 0.908 1.000 0.055
242 Mugonero n_season_lime 0.176 0.023 0.055
469 Rwamagana female 0.555 0.739 0.055
1 Gatsibo_LWH female 0.241 0.492 0.06
432 Rutsiro hhsize 5.624 4.844 0.06
334 Nyamasheke climbing_bean 0.422 0.267 0.065
305 Nyamagabe own.cows 0.732 0.482 0.077
337 Nyamasheke maize 0.082 0.014 0.077
181 Karongi maize 0.086 0.019 0.078
237 Mugonero hhsize 5.802 5.054 0.08
310 Nyamagabe black_soil 0.446 0.214 0.097
62 Gatsibo_NLWH sorghum 0.276 0.469 0.104
236 Mugonero age 44.290 49.140 0.107
107 Gisagara Total.N 0.142 0.155 0.123
134 Huye cows 1.167 0.774 0.123
391 Nyaruguru female 0.391 0.652 0.123
324 Nyamasheke slope 14.129 17.199 0.131
437 Rutsiro n_season_lime 0.327 0.096 0.131
108 Gisagara Total.C 1.815 2.005 0.132
319 Nyamasheke n_season_compost 6.544 5.521 0.14
365 Nyanza valley 0.283 0.087 0.14
366 Nyanza hillside 0.717 0.913 0.14
322 Nyamasheke n_seasons_leg_1 2.327 1.658 0.159
500 Rwamagana own.cows 0.555 0.396 0.159
256 Mugonero climbing_bean 0.321 0.194 0.162
396 Nyaruguru n_season_fert 2.130 1.065 0.162
98 Gisagara pigs 0.609 0.304 0.17
137 Huye pigs 0.965 0.748 0.17
81 Gisagara hhsize 5.348 4.326 0.173
6 Gatsibo_LWH n_season_fert 2.552 1.475 0.176
128 Huye n_seasons_leg_2 3.667 4.860 0.176
140 Huye sorghum 0.237 0.374 0.176
363 Nyanza slope 7.435 9.239 0.176
426 Nyaruguru own.sheep 0.109 0.000 0.176
491 Rwamagana sorghum 0.191 0.324 0.176
152 Huye own.pigs 0.754 0.617 0.181
450 Rutsiro sheep 0.467 0.246 0.189
120 Huye hhsize 5.132 4.574 0.2
276 Nyamagabe hhsize 5.482 4.696 0.2
333 Nyamasheke sheep 0.082 0.014 0.211
292 Nyamagabe chickens 0.857 0.304 0.216
463 Rutsiro own.chickens 0.291 0.192 0.227
307 Nyamagabe own.chickens 0.286 0.125 0.231
441 Rutsiro slope 15.521 13.958 0.235
191 Karongi own.pigs 0.399 0.289 0.241
207 Kayonza slope 3.327 1.690 0.241
87 Gisagara n_season_fallow 0.500 0.087 0.242
89 Gisagara n_seasons_leg_2 2.370 3.283 0.242
245 Mugonero n_seasons_leg_2 3.131 4.031 0.246
59 Gatsibo_NLWH pigs 0.241 0.062 0.253
106 Gisagara pH 5.759 5.950 0.253
355 Nyanza own 0.913 1.000 0.256
472 Rwamagana own 0.909 0.973 0.256
109 Gisagara ExAl 0.337 0.191 0.273
445 Rutsiro hilltop 0.097 0.042 0.273
485 Rwamagana cows 1.082 0.514 0.273
503 Rwamagana own.pigs 0.282 0.171 0.273
487 Rwamagana chickens 1.609 0.955 0.28
50 Gatsibo_NLWH n_seasons_leg_2 3.046 3.889 0.281
84 Gisagara n_season_fert 1.087 0.348 0.281
348 Nyamasheke own.sheep 0.054 0.014 0.288
362 Nyanza n_seasons_leg_2 2.130 3.478 0.289
164 Karongi n_season_lime 0.098 0.013 0.29
203 Kayonza n_season_lime 0.527 0.707 0.293
370 Nyanza chickens 2.348 1.174 0.293
477 Rwamagana n_season_fallow 1.218 0.712 0.293
411 Nyaruguru sheep 0.196 0.000 0.295
96 Gisagara goats 1.522 0.935 0.296
275 Nyamagabe age 43.768 48.875 0.296
172 Karongi hilltop 0.067 0.025 0.338
92 Gisagara valley 0.283 0.130 0.338
294 Nyamagabe sheep 0.286 0.089 0.338
407 Nyaruguru cows 1.196 0.891 0.338
419 Nyaruguru Total.N 0.161 0.170 0.338
347 Nyamasheke own.pigs 0.408 0.308 0.342
146 Huye Total.N 0.142 0.148 0.352
173 Karongi cows 1.387 1.119 0.374
55 Gatsibo_NLWH hilltop 0.011 0.062 0.381
142 Huye maize 0.061 0.017 0.381
216 Kayonza sheep 0.036 0.172 0.381
233 Kayonza red_soil 0.200 0.086 0.381
382 Nyanza ExAl 0.117 0.175 0.381
353 Nyanza age 44.717 50.152 0.397
422 Nyaruguru own.cows 0.826 0.674 0.397
79 Gisagara female 0.435 0.609 0.403
425 Nyaruguru own.pigs 0.609 0.435 0.403
158 Karongi age 44.681 47.384 0.404
225 Kayonza Total.C 2.395 2.552 0.408
410 Nyaruguru pigs 0.783 0.457 0.408
495 Rwamagana m3.Mg 270.948 289.488 0.409
266 Mugonero own.cows 0.786 0.698 0.413
197 Kayonza age 42.345 46.500 0.415
312 Nyamagabe sandy_soil 0.089 0.196 0.421
436 Rutsiro n_season_compost 8.176 7.593 0.441
46 Gatsibo_NLWH n_season_compost 2.632 3.420 0.442
33 Gatsibo_LWH own.goats 0.552 0.407 0.455
221 Kayonza m3.Ca 1677.807 1878.700 0.458
375 Nyanza bush_bean 0.261 0.413 0.473
180 Karongi bush_bean 0.080 0.132 0.481
446 Rutsiro cows 1.442 1.048 0.485
424 Nyaruguru own.chickens 0.283 0.152 0.488
260 Mugonero m3.Ca 551.499 603.770 0.49
390 Nyanza sandy_soil 0.304 0.457 0.493
438 Rutsiro n_season_fallow 0.473 0.287 0.511
323 Nyamasheke n_seasons_leg_2 2.137 2.681 0.515
32 Gatsibo_LWH own.cows 0.500 0.373 0.526
74 Gatsibo_NLWH own.pigs 0.126 0.062 0.526
102 Gisagara bush_bean 0.217 0.348 0.526
103 Gisagara maize 0.043 0.000 0.526
118 Huye female 0.500 0.591 0.526
153 Huye own.sheep 0.053 0.017 0.526
199 Kayonza own 0.964 0.897 0.526
200 Kayonza field.size 664.236 423.776 0.526
231 Kayonza own.sheep 0.036 0.103 0.526
250 Mugonero hilltop 0.015 0.000 0.526
283 Nyamagabe n_seasons_leg_1 1.625 1.125 0.526
293 Nyamagabe pigs 1.000 0.804 0.526
297 Nyamagabe bush_bean 0.000 0.036 0.526
309 Nyamagabe own.sheep 0.179 0.089 0.526
379 Nyanza pH 6.104 5.995 0.526
398 Nyaruguru n_season_lime 0.043 0.000 0.526
418 Nyaruguru pH 5.320 5.205 0.526
421 Nyaruguru ExAl 0.717 0.882 0.526
430 Rutsiro female 0.545 0.623 0.526
488 Rwamagana pigs 0.518 0.315 0.526
507 Rwamagana sandy_soil 0.018 0.000 0.526
47 Gatsibo_NLWH n_season_lime 0.069 0.025 0.533
349 Nyamasheke black_soil 0.531 0.610 0.533
52 Gatsibo_NLWH alt 1017.040 1129.172 0.534
58 Gatsibo_NLWH chickens 1.678 1.000 0.534
117 Gisagara sandy_soil 0.239 0.370 0.534
174 Karongi goats 0.890 1.069 0.534
224 Kayonza Total.N 0.180 0.187 0.534
498 Rwamagana Total.C 2.174 2.236 0.534
17 Gatsibo_LWH cows 0.759 0.542 0.534
371 Nyanza pigs 0.087 0.217 0.534
386 Nyanza own.pigs 0.065 0.152 0.534
394 Nyaruguru own 0.848 0.935 0.534
465 Rutsiro own.sheep 0.212 0.156 0.535
220 Kayonza maize 0.018 0.069 0.535
311 Nyamagabe red_soil 0.464 0.589 0.536
457 Rutsiro pH 5.269 5.339 0.536
93 Gisagara hillside 0.587 0.717 0.543
163 Karongi n_season_compost 7.074 6.553 0.543
76 Gatsibo_NLWH black_soil 0.609 0.704 0.554
214 Kayonza chickens 0.982 0.466 0.561
455 Rutsiro m3.Ca 628.725 682.389 0.566
314 Nyamasheke age 45.898 48.123 0.568
383 Nyanza own.cows 0.652 0.522 0.568
111 Gisagara own.goats 0.630 0.500 0.571
160 Karongi own 0.957 0.981 0.571
222 Kayonza m3.Mg 331.923 356.976 0.571
262 Mugonero pH 5.180 5.243 0.571
265 Mugonero ExAl 0.925 0.823 0.571
344 Nyamasheke own.cows 0.639 0.568 0.571
377 Nyanza m3.Ca 1086.559 992.934 0.571
11 Gatsibo_LWH n_seasons_leg_2 1.983 2.690 0.574
18 Gatsibo_LWH goats 1.345 0.983 0.581
127 Huye n_seasons_leg_1 1.386 1.043 0.581
209 Kayonza valley 0.545 0.431 0.581
378 Nyanza m3.Mg 233.315 213.344 0.581
19 Gatsibo_LWH chickens 1.052 0.678 0.583
136 Huye chickens 1.772 1.348 0.583
442 Rutsiro alt 1945.122 1894.425 0.583
479 Rwamagana n_seasons_leg_2 1.349 1.685 0.583
78 Gatsibo_NLWH sandy_soil 0.287 0.210 0.587
159 Karongi hhsize 5.172 4.912 0.587
171 Karongi hillside 0.785 0.836 0.587
218 Kayonza sorghum 0.182 0.103 0.587
298 Nyamagabe maize 0.089 0.036 0.587
389 Nyanza red_soil 0.109 0.043 0.587
417 Nyaruguru m3.Mg 152.908 139.740 0.587
420 Nyaruguru Total.C 2.145 2.237 0.587
447 Rutsiro goats 0.515 0.659 0.587
459 Rutsiro Total.C 2.247 2.309 0.587
480 Rwamagana slope 3.682 4.234 0.587
462 Rutsiro own.goats 0.273 0.329 0.619
340 Nyamasheke pH 5.176 5.120 0.623
219 Kayonza bush_bean 0.218 0.138 0.632
234 Kayonza sandy_soil 0.036 0.086 0.632
64 Gatsibo_NLWH maize 0.092 0.049 0.648
268 Mugonero own.chickens 0.382 0.318 0.648
460 Rutsiro ExAl 0.814 0.736 0.648
37 Gatsibo_LWH black_soil 0.172 0.254 0.648
489 Rwamagana sheep 0.509 0.360 0.649
3 Gatsibo_LWH hhsize 5.362 5.763 0.651
4 Gatsibo_LWH own 0.983 1.000 0.651
38 Gatsibo_LWH red_soil 0.638 0.542 0.651
57 Gatsibo_NLWH goats 1.218 1.654 0.651
71 Gatsibo_NLWH own.cows 0.563 0.481 0.651
88 Gisagara n_seasons_leg_1 2.304 2.870 0.651
115 Gisagara black_soil 0.587 0.478 0.651
121 Huye own 0.974 0.991 0.651
125 Huye n_season_lime 0.035 0.113 0.651
135 Huye goats 0.965 0.809 0.651
154 Huye black_soil 0.518 0.583 0.651
186 Karongi Total.C 1.887 1.839 0.651
213 Kayonza goats 1.727 1.397 0.651
217 Kayonza climbing_bean 0.000 0.017 0.651
235 Mugonero female 0.656 0.713 0.651
238 Mugonero own 0.947 0.915 0.651
259 Mugonero maize 0.000 0.008 0.651
290 Nyamagabe cows 0.911 0.714 0.651
343 Nyamasheke ExAl 0.983 1.062 0.651
350 Nyamasheke red_soil 0.320 0.267 0.651
368 Nyanza cows 1.174 0.891 0.651
376 Nyanza maize 0.130 0.065 0.651
385 Nyanza own.chickens 0.543 0.435 0.651
395 Nyaruguru field.size 570.022 495.239 0.651
414 Nyaruguru bush_bean 0.065 0.022 0.651
415 Nyaruguru maize 0.022 0.000 0.651
434 Rutsiro field.size 584.327 430.156 0.651
449 Rutsiro pigs 0.315 0.240 0.651
493 Rwamagana maize 0.027 0.009 0.651
494 Rwamagana m3.Ca 1303.126 1380.293 0.651
497 Rwamagana Total.N 0.175 0.179 0.651
53 Gatsibo_NLWH valley 0.759 0.691 0.654
178 Karongi climbing_bean 0.405 0.352 0.654
251 Mugonero cows 1.328 1.171 0.654
374 Nyanza sorghum 0.283 0.196 0.654
443 Rutsiro valley 0.152 0.192 0.654
211 Kayonza hilltop 0.109 0.172 0.655
351 Nyamasheke sandy_soil 0.116 0.082 0.657
56 Gatsibo_NLWH cows 0.885 0.741 0.658
325 Nyamasheke alt 1678.150 1704.388 0.658
456 Rutsiro m3.Mg 165.214 175.386 0.658
228 Kayonza own.goats 0.673 0.586 0.659
8 Gatsibo_LWH n_season_lime 0.500 0.322 0.66
83 Gisagara field.size 493.957 559.261 0.669
141 Huye bush_bean 0.193 0.243 0.669
302 Nyamagabe Total.N 0.169 0.165 0.669
409 Nyaruguru chickens 0.652 0.391 0.669
73 Gatsibo_NLWH own.chickens 0.310 0.247 0.673
454 Rutsiro maize 0.176 0.216 0.673
5 Gatsibo_LWH field.size 776.345 916.441 0.697
91 Gisagara alt 1036.055 923.525 0.697
303 Nyamagabe Total.C 2.345 2.274 0.697
364 Nyanza alt 1505.653 1529.554 0.697
239 Mugonero field.size 441.359 393.124 0.698
223 Kayonza pH 6.132 6.204 0.699
458 Rutsiro Total.N 0.157 0.159 0.699
504 Rwamagana own.sheep 0.227 0.180 0.699
194 Karongi red_soil 0.325 0.371 0.699
34 Gatsibo_LWH own.chickens 0.345 0.271 0.702
150 Huye own.goats 0.518 0.461 0.702
48 Gatsibo_NLWH n_season_fallow 0.736 0.543 0.703
332 Nyamasheke pigs 0.776 0.582 0.703
423 Nyaruguru own.goats 0.348 0.435 0.704
384 Nyanza own.goats 0.630 0.543 0.706
405 Nyaruguru hillside 0.957 0.913 0.706
406 Nyaruguru hilltop 0.043 0.087 0.706
101 Gisagara sorghum 0.435 0.522 0.709
291 Nyamagabe goats 0.750 0.607 0.709
313 Nyamasheke female 0.646 0.692 0.709
167 Karongi n_seasons_leg_2 3.216 3.548 0.71
308 Nyamagabe own.pigs 0.732 0.661 0.714
63 Gatsibo_NLWH bush_bean 0.172 0.222 0.715
126 Huye n_season_fallow 0.675 0.487 0.715
317 Nyamasheke field.size 787.527 580.130 0.715
354 Nyanza hhsize 5.261 4.891 0.715
416 Nyaruguru m3.Ca 660.083 610.274 0.715
254 Mugonero pigs 0.412 0.333 0.719
227 Kayonza own.cows 0.382 0.310 0.72
189 Karongi own.goats 0.497 0.541 0.721
269 Mugonero own.pigs 0.244 0.287 0.73
403 Nyaruguru alt 1791.131 1814.738 0.73
272 Mugonero red_soil 0.252 0.295 0.73
278 Nyamagabe field.size 310.929 282.643 0.73
80 Gisagara age 44.761 46.848 0.736
270 Mugonero own.sheep 0.122 0.093 0.736
492 Rwamagana bush_bean 0.364 0.315 0.736
155 Huye red_soil 0.175 0.139 0.737
261 Mugonero m3.Mg 160.377 170.165 0.74
10 Gatsibo_LWH n_seasons_leg_1 4.345 4.678 0.747
23 Gatsibo_LWH sorghum 0.276 0.339 0.747
26 Gatsibo_LWH m3.Ca 1226.445 1149.970 0.747
133 Huye hilltop 0.044 0.026 0.747
161 Karongi field.size 490.788 446.088 0.747
176 Karongi pigs 0.528 0.447 0.747
429 Nyaruguru sandy_soil 0.109 0.065 0.747
187 Karongi ExAl 0.647 0.597 0.752
215 Kayonza pigs 0.309 0.224 0.753
138 Huye sheep 0.061 0.035 0.754
496 Rwamagana pH 5.817 5.862 0.764
44 Gatsibo_NLWH field.size 1306.069 1459.901 0.772
124 Huye n_season_compost 5.211 4.878 0.772
24 Gatsibo_LWH bush_bean 0.397 0.339 0.787
60 Gatsibo_NLWH sheep 0.046 0.025 0.787
72 Gatsibo_NLWH own.goats 0.517 0.568 0.787
183 Karongi m3.Mg 254.160 267.784 0.787
185 Karongi Total.N 0.144 0.142 0.787
188 Karongi own.cows 0.767 0.736 0.787
205 Kayonza n_seasons_leg_1 1.982 2.155 0.787
341 Nyamasheke Total.N 0.165 0.167 0.787
360 Nyanza n_season_fallow 1.130 0.870 0.787
427 Nyaruguru black_soil 0.630 0.696 0.787
433 Rutsiro own 0.915 0.934 0.787
20 Gatsibo_LWH pigs 0.138 0.203 0.79
85 Gisagara n_season_compost 4.326 3.957 0.79
229 Kayonza own.chickens 0.182 0.138 0.79
184 Karongi pH 5.442 5.477 0.79
388 Nyanza black_soil 0.565 0.500 0.79
467 Rutsiro red_soil 0.315 0.347 0.79
475 Rwamagana n_season_compost 4.018 3.748 0.79
271 Mugonero black_soil 0.527 0.488 0.791
230 Kayonza own.pigs 0.218 0.172 0.794
244 Mugonero n_seasons_leg_1 1.336 1.186 0.794
408 Nyaruguru goats 0.609 0.739 0.794
482 Rwamagana valley 0.409 0.369 0.794
483 Rwamagana hillside 0.527 0.568 0.795
36 Gatsibo_LWH own.sheep 0.034 0.017 0.796
42 Gatsibo_NLWH hhsize 5.333 5.160 0.796
206 Kayonza n_seasons_leg_2 1.091 1.259 0.796
277 Nyamagabe own 0.964 0.982 0.796
372 Nyanza sheep 0.022 0.043 0.796
373 Nyanza climbing_bean 0.043 0.022 0.796
387 Nyanza own.sheep 0.022 0.043 0.796
399 Nyaruguru n_season_fallow 0.370 0.261 0.796
486 Rwamagana goats 1.745 1.568 0.796
82 Gisagara own 0.826 0.870 0.797
9 Gatsibo_LWH n_season_fallow 0.397 0.288 0.801
280 Nyamagabe n_season_compost 7.857 7.518 0.801
306 Nyamagabe own.goats 0.464 0.411 0.801
431 Rutsiro age 43.685 44.617 0.801
210 Kayonza hillside 0.345 0.397 0.802
90 Gisagara slope 8.391 7.739 0.807
339 Nyamasheke m3.Mg 156.068 149.714 0.807
281 Nyamagabe n_season_lime 0.500 0.393 0.808
304 Nyamagabe ExAl 1.111 1.170 0.814
143 Huye m3.Ca 850.319 872.728 0.821
144 Huye m3.Mg 187.671 191.878 0.821
286 Nyamagabe alt 2124.389 2109.814 0.824
66 Gatsibo_NLWH m3.Mg 246.996 255.132 0.824
267 Mugonero own.goats 0.542 0.574 0.824
122 Huye field.size 599.096 567.922 0.828
284 Nyamagabe n_seasons_leg_2 3.161 2.929 0.828
299 Nyamagabe m3.Ca 458.692 440.797 0.828
412 Nyaruguru climbing_bean 0.196 0.239 0.828
468 Rutsiro sandy_soil 0.176 0.156 0.833
77 Gatsibo_NLWH red_soil 0.034 0.049 0.842
338 Nyamasheke m3.Ca 614.196 590.190 0.842
505 Rwamagana black_soil 0.655 0.685 0.842
192 Karongi own.sheep 0.080 0.094 0.842
246 Mugonero slope 15.939 16.473 0.842
316 Nyamasheke own 0.932 0.945 0.842
397 Nyaruguru n_season_compost 5.696 6.043 0.842
501 Rwamagana own.goats 0.536 0.568 0.842
151 Huye own.chickens 0.421 0.391 0.845
296 Nyamagabe sorghum 0.036 0.054 0.845
356 Nyanza field.size 853.359 766.217 0.845
253 Mugonero chickens 1.076 0.961 0.847
400 Nyaruguru n_seasons_leg_1 2.043 2.348 0.847
361 Nyanza n_seasons_leg_1 2.543 2.283 0.858
466 Rutsiro black_soil 0.461 0.437 0.858
39 Gatsibo_LWH sandy_soil 0.172 0.203 0.859
190 Karongi own.chickens 0.411 0.434 0.862
473 Rwamagana field.size 892.855 842.054 0.862
478 Rwamagana n_seasons_leg_1 1.682 1.568 0.862
336 Nyamasheke bush_bean 0.088 0.075 0.867
175 Karongi chickens 1.503 1.377 0.87
476 Rwamagana n_season_lime 0.355 0.324 0.87
490 Rwamagana climbing_bean 0.036 0.027 0.872
75 Gatsibo_NLWH own.sheep 0.034 0.025 0.89
330 Nyamasheke goats 0.918 0.863 0.891
177 Karongi sheep 0.166 0.195 0.903
195 Karongi sandy_soil 0.025 0.019 0.906
13 Gatsibo_LWH alt 1094.532 1126.650 0.911
145 Huye pH 5.681 5.664 0.911
241 Mugonero n_season_compost 6.229 6.070 0.911
464 Rutsiro own.pigs 0.194 0.180 0.911
321 Nyamasheke n_season_fallow 0.599 0.664 0.911
35 Gatsibo_LWH own.pigs 0.121 0.102 0.916
444 Rutsiro hillside 0.752 0.766 0.919
28 Gatsibo_LWH pH 6.139 6.115 0.925
29 Gatsibo_LWH Total.N 0.148 0.147 0.925
30 Gatsibo_LWH Total.C 1.882 1.856 0.925
31 Gatsibo_LWH ExAl 0.151 0.164 0.925
94 Gisagara hilltop 0.130 0.152 0.925
116 Gisagara red_soil 0.152 0.130 0.925
129 Huye slope 6.658 6.817 0.925
193 Karongi black_soil 0.583 0.566 0.925
249 Mugonero hillside 0.855 0.868 0.925
287 Nyamagabe valley 0.125 0.107 0.925
130 Huye alt 1647.892 1655.403 0.928
342 Nyamasheke Total.C 2.307 2.289 0.928
401 Nyaruguru n_seasons_leg_2 3.178 3.370 0.928
481 Rwamagana alt 982.728 961.878 0.928
54 Gatsibo_NLWH hillside 0.230 0.247 0.931
67 Gatsibo_NLWH pH 6.037 6.053 0.931
156 Huye sandy_soil 0.263 0.278 0.931
182 Karongi m3.Ca 781.863 796.295 0.931
295 Nyamagabe climbing_bean 0.161 0.143 0.931
301 Nyamagabe pH 4.999 5.013 0.931
288 Nyamagabe hillside 0.821 0.839 0.935
439 Rutsiro n_seasons_leg_1 3.388 3.479 0.935
170 Karongi valley 0.147 0.138 0.939
212 Kayonza cows 0.727 0.828 0.939
243 Mugonero n_season_fallow 0.863 0.915 0.939
257 Mugonero sorghum 0.061 0.054 0.939
380 Nyanza Total.N 0.134 0.135 0.939
428 Nyaruguru red_soil 0.261 0.239 0.939
27 Gatsibo_LWH m3.Mg 238.242 234.655 0.942
139 Huye climbing_bean 0.088 0.096 0.942
226 Kayonza ExAl 0.111 0.117 0.942
285 Nyamagabe slope 12.571 12.839 0.942
300 Nyamagabe m3.Mg 109.343 111.050 0.942
331 Nyamasheke chickens 0.599 0.562 0.942
499 Rwamagana ExAl 0.257 0.249 0.942
70 Gatsibo_NLWH ExAl 0.182 0.175 0.945
282 Nyamagabe n_season_fallow 0.268 0.304 0.945
381 Nyanza Total.C 1.766 1.782 0.945
148 Huye ExAl 0.307 0.315 0.948
232 Kayonza black_soil 0.691 0.707 0.948
471 Rwamagana hhsize 4.927 4.982 0.948
506 Rwamagana red_soil 0.327 0.315 0.948
448 Rutsiro chickens 0.879 0.958 0.949
147 Huye Total.C 1.917 1.925 0.95
65 Gatsibo_NLWH m3.Ca 1236.151 1251.746 0.951
198 Kayonza hhsize 5.091 5.155 0.951
21 Gatsibo_LWH sheep 0.103 0.085 0.955
451 Rutsiro climbing_bean 0.327 0.335 0.959
7 Gatsibo_LWH n_season_compost 5.672 5.780 0.965
247 Mugonero alt 1796.175 1788.315 0.965
326 Nyamasheke valley 0.150 0.144 0.966
51 Gatsibo_NLWH slope 4.011 4.099 0.966
69 Gatsibo_NLWH Total.C 2.002 1.990 0.966
204 Kayonza n_season_fallow 0.455 0.483 0.967
440 Rutsiro n_seasons_leg_2 2.036 2.078 0.967
327 Nyamasheke hillside 0.823 0.829 0.967
14 Gatsibo_LWH valley 0.603 0.593 0.976
15 Gatsibo_LWH hillside 0.397 0.407 0.976
255 Mugonero sheep 0.221 0.233 0.98
68 Gatsibo_NLWH Total.N 0.157 0.158 0.981
179 Karongi sorghum 0.147 0.151 0.983
252 Mugonero goats 1.321 1.302 0.983
358 Nyanza n_season_compost 3.261 3.326 0.984
369 Nyanza goats 1.261 1.283 0.994
263 Mugonero Total.N 0.153 0.153 0.997
202 Kayonza n_season_compost 3.564 3.534 0.999
208 Kayonza alt 1196.807 1202.646 0.999
258 Mugonero bush_bean 0.176 0.178 0.999
273 Mugonero sandy_soil 0.176 0.178 0.999
248 Mugonero valley 0.130 0.132 1
345 Nyamasheke own.goats 0.442 0.445 1
392 Nyaruguru age 48.457 48.304 1
12 Gatsibo_LWH slope 4.259 4.220 1
49 Gatsibo_NLWH n_seasons_leg_1 1.540 1.556 1
86 Gisagara n_season_lime 0.022 0.022 1
99 Gisagara sheep 0.022 0.022 1
100 Gisagara climbing_bean 0.022 0.022 1
114 Gisagara own.sheep 0.022 0.022 1
165 Karongi n_season_fallow 0.834 0.843 1
166 Karongi n_seasons_leg_1 2.485 2.497 1
168 Karongi slope 11.975 11.937 1
169 Karongi alt 1806.841 1806.879 1
264 Mugonero Total.C 2.217 2.218 1
289 Nyamagabe hilltop 0.054 0.054 1
328 Nyamasheke hilltop 0.027 0.027 1
329 Nyamasheke cows 1.245 1.240 1
346 Nyamasheke own.chickens 0.218 0.219 1
402 Nyaruguru slope 9.478 9.457 1
413 Nyaruguru sorghum 0.304 0.304 1
453 Rutsiro bush_bean 0.012 0.012 1
484 Rwamagana hilltop 0.064 0.063 1
16 Gatsibo_LWH hilltop 0.000 0.000 NA
22 Gatsibo_LWH climbing_bean 0.000 0.000 NA
25 Gatsibo_LWH maize 0.000 0.000 NA
61 Gatsibo_NLWH climbing_bean 0.000 0.000 NA
335 Nyamasheke sorghum 0.000 0.000 NA
359 Nyanza n_season_lime 0.000 0.000 NA
367 Nyanza hilltop 0.000 0.000 NA
404 Nyaruguru valley 0.000 0.000 NA
452 Rutsiro sorghum 0.000 0.000 NA

3.5 District balance interpretation

Demographic variables interpretation here.

Agricultural practice variables interpretation here

Soil Variables interpretation here

3.6 Baseline balance by Tubura tenure

Look at farmers by duration of tenure farming with Tubura. We want to understand, at least with an initial naive baseline sense, what is the cumulative effect of Tubura practices on soil health outcomes?

We will look only at current Tubura farmers and compare first year farmers to farmers with more experience with Tubura.

oafOnly <- d[which(d$client==1 & d$total.seasons>=1),]
nTenure <- oafOnly %>% group_by(total.seasons) %>% 
  dplyr::summarize(
    n = n()
  ) %>% ungroup() %>% as.data.frame()
nTenure$val <- paste(nTenure$total.seasons, " (", "n = ", nTenure$n, ")", sep = "")
for(i in 1:length(soilVars)){
print(
  ggplot(oafOnly, aes(x=as.factor(total.seasons), y=oafOnly[,soilVars[i]])) + 
    geom_boxplot() +
    scale_x_discrete(labels=nTenure$val) + 
    theme(legend.position = "bottom", axis.text.x = element_text(angle = 45, hjust = 1)) +
    labs(x="Tubura Tenure", y=soilVars[i], title = paste("RW baseline soil by tenure - ", soilVars[i], sep = ""))
  )  
}

3.7 Tenure summaries

tenureSum <- aggregate(oafOnly[,out.list], by=list(oafOnly$total.seasons), function(x){
  round(mean(x, na.rm=T),2)
})
tenureSum <- as.data.frame(t(tenureSum))
colnames(tenureSum) <- c(paste(seq(1,14,1), " seas.", sep = ""))
print(kable(tenureSum))
1 seas. 2 seas. 3 seas. 4 seas. 5 seas. 6 seas. 7 seas. 8 seas. 9 seas. 10 seas. 11 seas. 12 seas. 13 seas. 14 seas.
Group.1 1.00 2.00 3.00 4.00 5.00 6.00 7.00 8.00 9.00 10.00 11.00 12.00 13.00 14.00
female 0.42 0.48 0.60 0.49 0.59 0.59 0.52 0.50 0.65 0.62 0.75 0.53 0.55 0.48
age 42.63 42.68 44.33 45.58 43.28 43.96 44.19 50.91 51.85 42.76 48.25 48.97 52.73 49.52
hhsize 5.24 5.17 5.08 5.21 6.07 5.58 6.19 5.66 6.65 6.07 6.58 5.53 4.55 6.12
own 0.93 0.95 0.92 0.95 0.98 0.97 1.00 0.93 0.85 1.00 0.92 0.89 0.91 0.95
field.size 606.74 630.98 630.65 551.74 482.02 484.79 412.52 592.95 330.00 614.79 617.83 440.76 280.82 679.71
n_season_fert 1.76 2.32 2.63 3.28 4.67 4.90 6.07 5.59 6.00 5.83 7.25 7.18 7.18 6.79
n_season_compost 5.35 5.37 4.81 6.37 6.87 7.13 8.30 7.43 7.30 7.52 8.67 8.24 8.27 7.81
n_season_lime 0.16 0.27 0.36 0.31 0.22 0.26 0.07 0.07 0.20 0.28 0.08 0.16 0.09 0.48
n_season_fallow 0.65 0.50 0.77 0.90 0.65 0.66 0.67 0.77 1.10 0.21 0.42 0.21 1.82 0.67
n_seasons_leg_1 1.97 2.07 2.10 2.44 2.96 2.89 1.96 2.91 1.60 1.79 2.92 3.53 2.09 3.02
n_seasons_leg_2 2.44 2.54 2.03 2.32 2.67 2.62 4.93 3.50 2.75 2.59 3.92 1.49 2.82 2.12
slope 9.05 8.66 9.65 8.80 9.57 11.84 14.07 11.77 13.60 12.31 14.17 11.26 14.91 14.38
alt 1531.01 1491.56 1550.41 1518.25 1654.93 1582.27 1758.60 1639.74 1812.98 1764.71 1788.95 1640.20 1702.35 1633.76
valley 0.31 0.32 0.27 0.25 0.30 0.22 0.26 0.23 0.00 0.07 0.33 0.18 0.09 0.21
hillside 0.62 0.61 0.71 0.72 0.67 0.74 0.70 0.66 0.95 0.90 0.67 0.79 0.82 0.76
hilltop 0.07 0.06 0.03 0.03 0.02 0.05 0.04 0.11 0.05 0.03 0.00 0.03 0.09 0.02
cows 0.99 1.00 0.94 1.49 1.91 1.28 1.30 1.09 3.25 1.31 1.75 0.97 1.00 1.07
goats 0.97 1.12 1.00 1.28 1.39 1.00 0.78 1.16 1.20 0.90 0.83 1.11 0.45 1.26
chickens 1.07 1.22 1.08 1.20 1.28 0.87 1.78 1.61 1.20 1.45 3.58 1.76 0.45 1.00
pigs 0.55 0.52 0.58 0.51 0.37 0.47 0.48 0.55 0.45 0.55 0.25 0.84 0.64 0.83
sheep 0.20 0.21 0.29 0.34 0.17 0.16 0.44 0.23 0.15 0.41 0.00 0.05 0.18 0.17
climbing_bean 0.14 0.17 0.21 0.17 0.20 0.32 0.52 0.36 0.35 0.45 0.33 0.39 0.55 0.38
sorghum 0.18 0.17 0.12 0.14 0.11 0.06 0.04 0.02 0.05 0.10 0.17 0.05 0.09 0.00
bush_bean 0.14 0.17 0.17 0.17 0.15 0.19 0.04 0.18 0.15 0.03 0.08 0.11 0.18 0.14
maize 0.06 0.07 0.06 0.08 0.09 0.08 0.11 0.11 0.10 0.10 0.08 0.03 0.00 0.05
m3.Ca 890.32 911.95 871.92 918.19 913.35 840.76 771.94 755.95 592.43 582.74 663.89 848.28 592.16 618.11
m3.Mg 195.33 201.53 213.24 210.61 218.70 214.24 210.69 222.18 156.45 172.28 198.05 275.01 151.55 166.45
pH 5.57 5.57 5.57 5.53 5.64 5.52 5.43 5.46 5.19 5.22 5.37 5.57 5.29 5.25
Total.N 0.16 0.16 0.16 0.16 0.15 0.15 0.15 0.14 0.16 0.16 0.14 0.15 0.15 0.16
Total.C 2.11 2.15 2.11 2.15 2.13 2.07 2.05 1.93 2.38 2.16 1.88 1.97 2.00 2.22
ExAl 0.59 0.57 0.62 0.54 0.46 0.61 0.60 0.56 0.91 0.75 0.70 0.48 0.64 0.90
own.cows 0.69 0.63 0.58 0.75 0.72 0.69 0.81 0.70 0.90 0.90 0.75 0.63 0.64 0.81
own.goats 0.45 0.52 0.47 0.46 0.54 0.50 0.48 0.55 0.50 0.48 0.50 0.53 0.27 0.52
own.chickens 0.30 0.35 0.33 0.30 0.33 0.30 0.56 0.43 0.45 0.45 0.58 0.42 0.45 0.33
own.pigs 0.42 0.36 0.32 0.31 0.26 0.33 0.41 0.36 0.35 0.34 0.17 0.39 0.36 0.40
own.sheep 0.13 0.09 0.14 0.17 0.11 0.08 0.26 0.14 0.10 0.14 0.00 0.03 0.09 0.07
black_soil 0.54 0.54 0.55 0.57 0.50 0.43 0.52 0.45 0.55 0.48 0.25 0.61 0.45 0.62
red_soil 0.29 0.25 0.29 0.25 0.28 0.37 0.26 0.30 0.30 0.34 0.42 0.24 0.36 0.26
sandy_soil 0.13 0.19 0.14 0.15 0.17 0.18 0.07 0.18 0.05 0.07 0.17 0.13 0.18 0.10

3.8 Tenure balance

We’re defining Tubura tenure as having 3 or more seasons of experience farming with Tubura. We draw the line at 3 seasons as three seasons of fertilizer use is approximately when we’d expect fertilizer to start to have a detrimental effect on soil health.

oafOnly$tenured <- ifelse(oafOnly$total.seasons>=3,1,0)
tenure <- do.call(rbind, lapply(out.list, function(x) {
  
  out <- t.test(oafOnly[,x] ~ oafOnly[,"tenured"], data=oafOnly)
  tab <- data.frame(out[[5]][[1]], out[[5]][[2]], out[3])
  tab[,1:2] <- round(tab[,1:2],3)
  names(tab) <- c(names(out[[5]]), "pvalue")
  return(tab)
}))
# use p.adjust with bonferroni correction
tenure$pvalue <- p.adjust(tenure$pvalue, method="fdr")
rownames(tenure) <- out.list
tenure <- tenure[order(tenure$pvalue),]
tenure$pvalue <- ifelse(tenure[, 3] < 0.001, "< 0.001", round(tenure[, 3], 3)) 
colnames(tenure) <- c("Non-Tubura", "Tubura Client", "p-value") 
print(kable(tenure))
Non-Tubura Tubura Client p-value
n_season_fert 2.097 4.774 < 0.001
n_season_compost 5.359 6.899 < 0.001
climbing_bean 0.159 0.295 < 0.001
age 42.657 46.057 < 0.001
slope 8.814 11.103 < 0.001
hillside 0.616 0.736 < 0.001
sorghum 0.173 0.086 < 0.001
n_seasons_leg_1 2.030 2.583 0.006
valley 0.319 0.225 0.007
hhsize 5.200 5.597 0.011
cows 0.992 1.358 0.011
female 0.457 0.552 0.013
alt 1507.236 1611.057 0.017
m3.Ca 903.359 813.631 0.037
pH 5.570 5.478 0.039
Total.N 0.159 0.154 0.047
own.cows 0.657 0.719 0.105
field.size 621.349 535.512 0.127
hilltop 0.065 0.039 0.193
own.pigs 0.386 0.334 0.204
n_season_fallow 0.559 0.719 0.227
m3.Mg 199.065 208.991 0.362
Total.C 2.136 2.102 0.505
sandy_soil 0.168 0.142 0.505
ExAl 0.574 0.613 0.52
own.sheep 0.103 0.122 0.52
red_soil 0.268 0.295 0.52
own.chickens 0.332 0.360 0.529
sheep 0.203 0.242 0.603
maize 0.065 0.077 0.607
n_season_lime 0.227 0.259 0.61
black_soil 0.541 0.518 0.61
chickens 1.162 1.261 0.624
goats 1.062 1.111 0.717
own 0.941 0.947 0.762
n_seasons_leg_2 2.500 2.575 0.764
bush_bean 0.159 0.151 0.764
pigs 0.532 0.545 0.869
own.goats 0.492 0.492 0.991

3.9 Tenured v. new balance interpretation

Demographic variables We are well balanced along demographic variables.

Agricultural practice variables Not surprisingly, Tubura farmers have more cumulative years of fertilizer use than current non-Tubura farmers. While that difference is signficant, it is realistically only a single season of fertilizer use different.

Interestingly, non-Tubura farmers reported using more lime than current Tubura farmers. This

Soil Variables Soil pH, calcium and magnesium levels are lower for tenured Tubura farmers. This is consistent with the hypothesis that increaesd fertilizer use leads to an increaese in soil acidity.

3.10 Analysis of agronomic practices contributing to soil health outcomes

Here’s where we’ll look at the contribution of fertilizer, lime and cultivation practices on soil health outcomes. This analysis will be come richer as we gain longitudinal measures. I caution that we cannot treat these relationships as causal. The direction of causality is not clearly delineated in the data or the study design. However, we can identify meaningful connections between practices and outcomes through this analysis to generate new hypotheses for field testing.

I’m going to start with behaviors by sections and then move to a more comprehensive model including multiple practices. All models will include controls for site to account for local variation and field officer behavior.

4 Analysis

4.1 Agronomic Behaviors

Check for multicollinearity before adding number of seasons of agronomic inputs on the same side of the regression.

suppressMessages(library(stargazer))
inputUse <- c("n_season_fert","n_season_compost", "n_season_lime", "n_season_fallow")
cor(d[,inputUse], use="complete.obs")
                 n_season_fert n_season_compost n_season_lime n_season_fallow
n_season_fert       1.00000000       0.35646933    0.17075604     -0.06439632
n_season_compost    0.35646933       1.00000000    0.03828723     -0.16923273
n_season_lime       0.17075604       0.03828723    1.00000000     -0.01116383
n_season_fallow    -0.06439632      -0.16923273   -0.01116383      1.00000000

Interpretation: The strongest correlation between the input use intensity variables is between seasons of fertilizer and compost use, ~0.35. While this is on the higher end it’s not necessarily cause for alarm.

inputUse <- paste(c("n_season_fert","n_season_compost", "n_season_lime", "n_season_fallow"), collapse= " + ")
list1 <- lapply(soilVars, function(x){
  mod <- lm(as.formula(paste("d[,x] ~", inputUse, "+ as.factor(cell)", sep="")), data=d)
  return(mod)
})
stargazer(list1, type="html", 
          title = "2016A Rwanda Soil Health Baseline - Naive Agronomic Practice Models",
          covariate.labels = c("Seasons of Fertilizer", "Seasons of Compost", 
                               "Seasons of Lime", "Seasons of Fallow"),
          dep.var.caption = "",
          dep.var.labels = "",
          column.labels = c(gsub("m3.","", soilVars)),
          notes = "Includes FE for cell",
          omit=c("cell"), out=paste("output", "rw_baseline_agprac.htm", sep="/"))
2016A Rwanda Soil Health Baseline - Naive Agronomic Practice Models
Ca Mg pH Total.N Total.C ExAl
(1) (2) (3) (4) (5) (6)
Seasons of Fertilizer -5.326 -1.128 -0.001 -0.0004** -0.003 -0.001
(3.321) (0.702) (0.003) (0.0002) (0.003) (0.004)
Seasons of Compost 1.727 0.363 0.004 0.0001 0.002 -0.006**
(2.680) (0.567) (0.003) (0.0001) (0.003) (0.003)
Seasons of Lime 41.659*** 7.998*** 0.024* 0.002** 0.022 0.009
(14.473) (3.061) (0.014) (0.001) (0.015) (0.016)
Seasons of Fallow -19.069*** -3.517*** -0.028*** 0.0005 0.009* 0.025***
(5.283) (1.117) (0.005) (0.0003) (0.005) (0.006)
Constant 548.378 68.041 4.684*** 0.199*** 3.360*** 1.904***
(387.623) (81.977) (0.370) (0.021) (0.392) (0.420)
Observations 2,443 2,443 2,443 2,443 2,443 2,443
R2 0.555 0.585 0.612 0.502 0.456 0.570
Adjusted R2 0.514 0.547 0.577 0.456 0.407 0.531
Residual Std. Error (df = 2238) 387.475 81.946 0.370 0.021 0.392 0.420
F Statistic (df = 204; 2238) 13.684*** 15.452*** 17.322*** 11.044*** 9.202*** 14.545***
Note: p<0.1; p<0.05; p<0.01
Includes FE for cell

Interpretation The naive model suggests that when we include site level fixed effects, duration of agronomic practices don’t have a big effect on soil health outcomes. However, some of the practice intensity variables are not well distributed. Let’s take a look at a log transformation. I’m adding one to the variables as to not end up with lots of Inf values.

Log transformations in theory are appropriate for variables that are right skewed (vavlues clustered to the left of the distribution) and see diminishing returns to increasing values. The shape of the data suggests a log transformation but it’s debateable whether the relationship is diminishing.

agPrac <- c(names(d[grep('n_season_', names(d))]))
for(i in 1:length(agPrac)){
  print(
    ggplot(d, aes(x=d[,agPrac[i]])) + geom_density() +
      labs(x = paste(agPrac[i], " No transform", sep = ""))
        )
}

# since these are all skewed, consider a log transform 
for(i in 1:length(agPrac)){
  print(
    ggplot(d, aes(x=log10(d[,agPrac[i]]+1))) + geom_density() + 
      labs(x = paste(agPrac[i], " Log transform", sep = ""))
        )
}

# look at other transfomations
for(i in 1:length(agPrac)){
  print(
    ggplot(d, aes(x=d[,agPrac[i]]^(1/3))) + geom_density() +
      labs(x = paste(agPrac[i], " cubic root transform", sep = ""))
        )
}

# visualize the outcomes as well to see if a transformation is warranted
for(i in 1:length(soilVars)){
  print(
    ggplot(d, aes(x=d[,soilVars[i]])) + geom_density() +
      labs(x = soilVars[i], title = soilVars[i])
        )
}

d$logFert <- log(d$n_season_fert+1)
d$logCompost <- log(d$n_season_compost+1)
d$logLime <- log(d$n_season_lime+1)
d$logFallow <- log(d$n_season_fallow+1)

Or look at BoxCox graph to empirically determine the right transformation. Log is assuming a diminishing return to an increasing X. That’s probably not the case with fertilizer. We’d actually expect an increasing return as values get larger. We use boxcox to see what the data suggest. We interpret it as follows:

  • lambda = 2 -> square
  • lambda = 1 -> no transformation
  • lambda = 0.5 -> square root
  • lambda = 0 -> log
  • lamdba = -1 -> inverse
library(MASS)
for(i in 1:length(agPrac)){
boxcox(lm(pH ~ d[,agPrac[i]], data=d))
}

For pH at least it seems like a log transform is appropriate. We can run this for all other variables as well to see what we get as well.

Let’s look at the log results: See here and here for guidance on intepreting log transformed right hand side variables. See here for additional guidance on choosing a transformation.

How to interpret RHS log transform: For a linear multivariate OLS regression, we say “a one unit increase in X causes a (coefficient) change in Y.” For a linear-log regression where the X variable is log transformed, we say a L percent change in X leads to a (coefficient*L) change in Y.

Question: Do we want to run this analysis for only OAF farmers? If so, adjust the sample accordingly.

logVars <- paste(names(d[grep("log", names(d))]), collapse=" + ")
list2 <- lapply(soilVars, function(x){
  mod <- lm(as.formula(paste("d[,x] ~",  logVars, "+ as.factor(cell)", sep="")), data=d)
  return(mod)
})
list2b <- lapply(soilVars, function(x){
  mod <- lm(as.formula(paste("d[,x] ~",  logVars, sep="")), data=d)
  return(mod)
})
suppressWarnings(
  stargazer(list2, list2b, type="html", 
          title = "2016A Rwanda Soil Health Baseline - Log Agronomic Practice Models",
          covariate.labels = c("Seasons of Fertilizer (log)", "Seasons of Compost (log)", "Seasons of Lime (log)", "Seasons of Fallow (log)"),
          column.labels = c(rep(gsub("m3.","", soilVars),2)),
          dep.var.caption = "",
          dep.var.labels = c("",""),
          add.lines = list(c("Cell FE?", rep("Yes", 5), rep("No", 5))),
          notes = "Includes FE for cell",
          omit=c("cell"), out=paste("output", "rw_baseline_agprac_log.htm", sep="/"))
)
plm.log <- function(x, range){
  
  beta = round(summary(x)$coefficients[range,1],3)
  beta.pval = summary(x)$coefficients[range,4]
  beta.conv = ifelse(beta.pval < 0.01, "***", ifelse(
    beta.pval < 0.05, "**", ifelse(
      beta.pval < 0.1, "*", "")))
  #beta.pval = round(beta.pval, 3)
  outcome = paste(beta, beta.conv, sep = "")
  outcome = c(outcome, unique(round(summary(x)$coefficients[1,1],3)))
  res = data.frame(outcome, stringsAsFactors = F)
  
  return(res)  
}
rw.table15 <- do.call(cbind, lapply(list2, function(x){
  plm.log(x, 2:5)
}))
colnames(rw.table15) <- soilVars
rownames(rw.table15) <- c(names(d)[grep("log", names(d))], "constant")

4.2 Table 15 outcomes

rw.table15 <- rw.table15[,c("pH", "Total.C", "Total.N", "m3.Ca", "m3.Mg", "ExAl")]
write.csv(rw.table15, file=paste("output", "rwtable15_reg.csv", sep = "/"),
          row.names = T)
# a 10 percent increase in x leads to B1*.1 change in Y
logTrans <- do.call(cbind, lapply(list2, function(x){
  coeff = x$coefficients[2:5]
  tenPercent = round(coeff*.1, 5)
  names(tenPercent) <- paste("10% increase in ", gsub("log","", names(tenPercent)), " leads to:", sep="")
  return(tenPercent)
}))
colnames(logTrans) <- soilVars
print(kable(logTrans))
m3.Ca m3.Mg pH Total.N Total.C ExAl
10% increase in Fert leads to: -2.31951 -0.52268 -0.00091 -0.00016 -0.00132 -0.00013
10% increase in Compost leads to: 1.00464 0.17075 0.00180 0.00007 0.00074 -0.00217
10% increase in Lime leads to: 12.28263 2.25366 0.00658 0.00053 0.00676 0.00040
10% increase in Fallow leads to: -7.04768 -1.33558 -0.01025 0.00011 0.00222 0.00895

Interpretation: When we transform the variables to log, the data starts to tell a more coherent story, at least directionally. If we remove the district FE, the coefficients gain significance.

  • Additional seasons of fertilizer use relates to a decrease in soil N and C.
  • Seasons of compost and lime have the opposite, positive effect on soil N.
  • Unsurprisingly, soil health metrics are poorer for soils on which more fertilizer has been used and lime has not been used.

4.2.1 Tenure with One Acre Fund

Let’s look first at a naive model of One Acre Fund tenure on soil health. Remember: these data are not longitudinal! These data are not longitudinal and reflect farmer selection into One Acre Fund. While these models will try to be both robust and parsimonious, we will inevitabily suffer omitted variable bias due to a lack of an instrument.

list3 <- lapply(soilVars, function(x){
  mod <- lm(as.formula(paste("d[,x] ~",  "total.seasons + as.factor(cell)", sep="")), data=d)
  return(mod)
})
stargazer(list3, type="html", 
          title = "2016A Rwanda Soil Health Baseline - Naive Tenure Models",
          covariate.labels = c("OAF Tenure"),
          dep.var.caption = "",
          dep.var.labels = "",
          column.labels = c(gsub("m3.","", soilVars)),
          notes = "Includes FE for cell",
          omit=c("cell"), out=paste("output", "rw_baseline_tenure.htm", sep="/"))
2016A Rwanda Soil Health Baseline - Naive Tenure Models
Ca Mg pH Total.N Total.C ExAl
(1) (2) (3) (4) (5) (6)
OAF Tenure -0.817 -0.104 0.002 -0.0002 -0.001 -0.006*
(2.856) (0.603) (0.003) (0.0002) (0.003) (0.003)
Constant 556.919 69.700 4.693*** 0.200*** 3.370*** 1.893***
(389.276) (82.243) (0.373) (0.021) (0.392) (0.422)
Observations 2,443 2,443 2,443 2,443 2,443 2,443
R2 0.550 0.581 0.606 0.500 0.455 0.565
Adjusted R2 0.510 0.544 0.570 0.455 0.406 0.527
Residual Std. Error (df = 2241) 389.234 82.235 0.373 0.021 0.392 0.422
F Statistic (df = 201; 2241) 13.648*** 15.480*** 17.114*** 11.128*** 9.300*** 14.510***
Note: p<0.1; p<0.05; p<0.01
Includes FE for cell

Interpretation: The naive One Acre Fund tenure model suggest that across the board that additional years of 1AF practices have a negative effect on soil health parameters. Let’s combine 1AF tenure with the agronomic practices model above to build a more robust model:

Interpretation: Including agronomic practices and 1AF tenure in the same model dampens the magnitude, but not the significance, of 1AF tenure on soil health outcomes.

4.3 Agronomic practices - 15B cultivation practices

Thus far we have looked at aggregated historical plot level practices and their effect on soil health. We also asked farmers about their cultivation practices on their plot in the previous season, 15B. We have more precise information for fertilizer, compost and liming practices for the 15B season.

4.3.1 Graph the application/are variables

Conclusion - Take 1: The application rate per are variables are weird. I think it’s because of the field dimensions. I’m going to go back to the field dimensions and check this.

Let’s look at the dimensions of the fields that have large application rates

4.4 Tenure Scatter plots

Generate tenure vs. pH and tenure vs. fertilizer seasons scatter plots:

4.5 Table 16 - Kgs of soil ammendments - fertilizer (kg)

4.6 Table 16 - all fertilizer used

4.7 Table 16 - Kgs of soil ammendments - compost (kg)

The compost regression results are suprising. Look at Carbon and compost scatter plot. If we include 0 compost, we see no relationship. If we exclude 0 compost, we

There are too many zero or near zero values. We can conclude that perhaps we’re not asking this question well. Even when we remove non-zero values, there’s little discernable relationship.

4.8 Table 16 - Kgs of soil ammendments - lime (kg)

4.9 Table 16 - types of fertilizer - DAP (kg)

4.10 Table 16 - types of fertilizer - NPK (kg)

4.11 Table 16 - types of fertilizer - Urea (kg)

stargazer(list5, type="html", 
          title = "2016A Rwanda Soil Health Baseline - 15B practices",
          covariate.labels = c("Fertilizer Rate (log)"),
          dep.var.caption = "",
          dep.var.labels = "",
          column.labels = c(gsub("m3.","", soilVars)),
          notes = "Includes FE for cell",
          omit=c("cell"), out=paste(od, "rw_baseline_15b_ag.htm", sep="/"))

4.12 Farmer fertility perception

Let’s look at farmer perceived fertility as a predictor of soil health. We’ll set ‘same fertility’ as the reference category.

Interpretation: Farmers understand their fields well. Their categorization of which field are more and less fertile corresponds to our quantified measures of soil health. The only features farmers don’t seem to get correct are nitrogen and carbon. The nitrogen and carbon levels are indistinguishable in ‘low fertility’ fields relative to the fields deemed to be the ‘same fertility.’ Reminder: We need to remember that farmers are only evaluting one of their fields thus we are not able to account for the quality of the farmer in assessing his/her fields.

4.12.1 Deeper dive into farmer perception of fertility

  • Look at wet chem values for all soil features by farmer perception
  • Run PCA on all soil attributes to see which principle components predict soil fertility
  • Consider adding additional control variables into model (like Ca as control for pH perception model)

4.12.2 For Eric, CEC summary for new Ca and Mg thresholds

Interpretation: Our sample size decreases considerably when we look only at wet chemistry results. Thus, we do not see the same signficant relationships we saw between farmer perceived fertility and soil characteristics we saw when looking at the predicted values.

4.13 Principal Component Analysis (predicted values)

The first principal component is composed primarily of soil pH related variables, Ca, Mg, and pH. The second capture N and C. These groupings (pH grouping and C and N) are not all that surprising given that our predicted soil variable set is fairly limited.

If the variables have the same sign that indicates that they are positively correlated in the principal component. In the first principal component, we see Ca, Mg and pH loading in the same direction. In the second principal component, we see N and C moving in the same direction. Ca and Mg are also associated in the same direction but to a lesser extent.

When we layer farmer perceived soil fertility on top of the principal component scatter plot, no clear pattern emergres. Fields with the same fertilitiy, less and more fertility are indistinguishable by the principal components. Thus, there is not a clear profile for farmer identified healthier soil or weaker soil based on principal components.

4.13.1 Geographic Descriptors - PCA for soil profiles

This section will build on the principal component work above and look at improving understanding of local context to inform local adaptation. Here we will also construct soil profiles to simplify the scaling of promising products and practices to targeted locations. We don’t have a full suite of predictors so we can’t look at a comprehensive soil profile.

When we color the figure by district, we start to see a pattern emerge. However, there are too many points to clearly detect where all districts fall. Let’s instead look at the data by AEZ.

Coloring the points by AEZ, we see a much clearer trend. The east is to the right of our graphic, then the central plateau followed by lake Kive and then Congo Nile in green on the left. What does this mean in terms of actual soil features? Let’s look at the figure but with the variable associations layered on top. See here for documentation

It appears that the right side of the graph, the eastern AEZ, is associated with pH, Mg and Ca. This indicates that as the first principal component increases, so does the level of pH, Ca and Mg. Conversely, total N and C increase as the second principal component decreases. In terms of the AEZ figure above, this suggest that the Congo Nile AEZ has higher levels of N and C. Let’s test these hypotheses with a simple summary table:

Confirmed! This likely also suggests that Congo Nile is at a higher altitude than the surrounding areas and that eastern Rwanda has relatively less weathered soils compared to western.

Consequence for trial placement: The Rwanda program is already blocking trials by AEZ but these data confirm that AEZ reflects meaningfu soil variation and thus captures key growing conditions for Rwandan farmers. Blocking trials by AEZ in Rwanda will enable us to evaluate trial hypotheses in more neutral pH ranges and higher N and C conditions.

4.13.2 Principal Component Analysis (wet chemistry values)

4.14 District and cell level summaries of soil and managment practices

4.15 Female farmers farming poorer soils?

4.16 Export the data for Eric

5 Propensity Score Matching

We need to do a more rigorous job of accounting for differences between Tubura farmers and identified control farmers. Execute propensity score matching (PSM) to identify control farmers that overlap with Tubura farmers with regard to their likelihood of being a Tubura farmer.

Interpretation We have some overlap but it’s clear that Tubura farmers occupy a different range than the identified control farmers. Let’s continue with the PSM matching process but restrict ourselves to Tubura and control farmers that meet a certain PSM matching radius.

5.0.1 Notes on PSM process:

We have to indicate a variable for matching. I’m choosing pH as we know it to be an issue in most of our operating areas and addressing soil acidity has numerous residual benefits to soil health. I’ll want to do this for all soil outcomes, however.

  • As a next step, I’d like to identify the matched subset and then regress Tubura tenure on soil outcomes. Does that make sense?
  • I chose a caliper of 0.25. I should review this process with Maya to make certain I’m following best practice. I sort of just pulled that sd figure out of the sky.
  • An initial check of the match quality using a common model indicates that the matches are poor.

Now check the naive model approach for PSM balance.

Interpretation: We want to see standard mean differences less than the absolute value of 0.25 (or 0.1 if we’re being conservative) and variance ratios close to 1 but certainly between 0.5 and 2.

According to the CRAN summary, sdiff is the standardized difference between the treatment and control units multiplied by 100. If I divide by 100, the values come much closer to reasonable value.

5.0.2 Let the PSM models vary

The common model approach doesn’t seem to be working for any of the variables. I’m going to rework the modeling approach so we can fit different models for each outcome upon which we’re trying to match.

The models can now vary by outcome. Let’s see if we can improve our results.

Interpretation If I divide the standardized mean differences by 100, we meet the balance criteria of the standardized mean difference being close to 0 and the variance being close to 1. Let’s print out the model results to see how Tubura and control farmers compare on key soil meterics. These results should supercede the naive balance tables presented above.

We achieve acceptable balance for the soil attributes but we don’t for seasons of fertilizer use. This is isn’t entirely unexpected given that Tubura’s primary service is providing fertilizer inputs and training.

I’m comparing season 1 clients to clients with more tenure in the PSM matching but I also need this variable for the threshold calculations

5.1 Calculate farmers under soil health thresholds - table 1

New clients vs. returning clients summaries:

New Clients vs. returning clients thresholds

5.2 Table 1:3 coefficients

Interpretation: Propensity score matching gives us a comparable treatment and control group. The table above shows that after matching on those characteristics, there are effectively no differences between One Acre Fund farmer and Tubura farmers on soil attributes. The unadjusted p-values show 1AF farmers to have slow levels of soil nitrogen but this finding disappears if we account for running multiple matching models.

When we expand the outcome variable set to include practice variables, we first no longer get a good propensity score match for all variables.

  • Tubura participation so strongly overlaps with fertilizer use that the comparison group is no longer comparable. The resulting model shows a significant difference in seasons of fertilizer use.
  • Tubura farmers have used compost for 0.3 more seasons than non-Tubura farmers. We don’t observe a difference in N or C levels in the soil attributes however.
  • We don’t see a difference between Tubura and non-Tubura farmers on seasons of legumes being the primary crop in the study plot.

5.3 Break out first season clients from more tenured - for appendix?

This requires us to re-run the PSM matching process, confirm that our models are sound and then output the results ala table 2 again.

5.4 Study group balance post-match

See here for some guidance on hwo to use weights to reconstruct the group balance following the matches.

See here for weighted t.test documentation

5.5 Models with PSM matched farmers

Per Robert’s suggestion, now that we’ve matched Tubura and non-Tubura farmers, let’s assess the severity of Tubura tenure on key soil health outcomes.

suppressWarnings(
stargazer(tenureTab.add, type="html", 
          title = "2016A Rwanda Soil Health Baseline - PSM Tenure",
          covariate.labels = "One Acre Fund Tenure", 
          dep.var.labels = "",
          #column.labels = modNames,
          #column.labels = c(gsub("m3.", "", as.vector(namesInput))),
          notes = "Includes FE for cell",
          omit=c("cell"), out=paste(od, "rw_baseline_matched_tenure.htm", sep="/"))
)

Interpretation: Using a PSM matched sample, the models above assess the effects of additional years of farming with Tubura. Numerous control farmers have also been Tubura farmers in previous seasons. Thus, I’m keeping the model simple instead of adding a client*tenure interaction. We can easily test that as well though.

6 Soil Clusters

6.1 Heirarchical Clustering

I draw from Robert’s example in the BGMS soil response notebook.

Scale soil variables to remove units as an issue.

Note: I’m honestly not certain what we’re looking for in these outputs. Look for a balanced tree? Ward looks pretty balanced.

6.2 K-means clustering

K-means clustering is a typical unsupervised learning algorithm. We start by identifying the number of clusters we should tell the formula to look for.

We’re looking for the bend in the graph. It seems to come at 3 but we can try both 3 and 4 and see how they match with our understanding of AEZ and environmental conditions.

These clusters are roughly equally sized. Robert used another method, partitioning around Mediods, to better account for outliers that were causing the algorithm to create a small additional cluster.

Give the clusters brief descriptions

6.3 Mappaing the location of the clusters

6.4 Soil clusters by altitude and AEZ

6.4.1 Soil clusters by altitude and rainfall

Try this when we have aWhere data

6.5 Compare clusters to AEZ

We’re not seeing close alignment between clusters and AEZ. This is probably because AEZ are a mix of altitude, rainfall, temperature and soil. When we have weather data we can try to cluster again and see if we’re more closely aligned.

Alternatively, this could be initial evidence that the AEZ designations are not capturing and separating variation very well. I think we need to start with more data though.

7 Mapping

7.1 Soil health maps for soil health study areas

Generate district density summaries for Nathaniel to pair with the map

7.2 Static map of sampling density

7.3 Plot simple summary of soil characteristics

Consider revising these maps to a smaller greographic unit. Add the name of the location for uninitiated users.

# This is a small experiment to combine raster (spdf) and leaflet and be able to access the data in the raster interactively.
#mapLayer <- sp::merge(rw, ss.soil, by.x="NAME_3", by.y="Group.1")

# fill = T, fillOpacity = 0.7, fillColor = d.fill, 
#         stroke = T, color = "white", weight = 2, dashArray = 3, 
#         opacity = 0.5, popup = county.tt(d)

# leaflet(mapLayer) %>% addTiles() %>%
#   setView(lng=rwanda$longitude, lat=rwanda$latitude, zoom=8) %>%
#   addPolygons(
#     stroke = TRUE, opacity=0.2, smoothFactor = 0.5, 
#     fillColor=mapLayer$pH, fillOpacity = 0.5)

7.4 Interpolations of soil health values

Interpolate soil health values for full operating area using soil health study values. We want to eventually add all Rwandan soil values into a single dataset to update and hone these values. See here for more guidanace

note:

  • Layer on the Tubura sites to the interpolated map.
  • Use leaflet so you can zoom in and out more easily.
  • Make it a raster layer that you can click on understand the values at different locations and the name of the location. I’ll need to make this a shiny app to have that functionality

The code below will run 5 K-fold cross validation to compare interpolation models. The output will be fed into the interpolate leaflet code below.

Check that I’m handling the projection correctly with Robert

Now loop over the variables of interest where x is the soilVar variable.

7.5 Interpolated soil maps

Print out the interpolated values for inclusion in the report.

–end

---
title: "Rwanda Baseline Soil Health Study Report"
author: "Matt Lowes"
date: '`r format(Sys.Date(), "%B %d, %Y")`'
output:
  html_notebook:
    number_sections: yes
    code_folding: show
    theme: flatly
    toc: yes
    toc_depth: 6
    toc_float: yes
---

```{r setup, include=FALSE}
rm(list=ls())
knitr::opts_chunk$set(echo = TRUE)
```

# Objective
Summary of the demographics and soil characteristics of the Rwanda long term soil health study.

## Study methodology
Add in details and links on study methodology here.

```{r data}
library(knitr)
library(ggplot2)
library(stringr)
suppressMessages(library(dplyr))
library(sp)
suppressMessages(library(rgdal))
suppressMessages(library(dismo))
suppressMessages(library(stargazer))
library(leaflet)
library(XML)
suppressMessages(library(maptools))
library(automap)
suppressMessages(library(RStata))
suppressMessages(library(fields))
library(gstat)
library(htmltools)
suppressMessages(library(Matching))
library(reshape2)
options("RStata.StataVersion" = 12)
options("RStata.StataPath" = "/Applications/Stata/StataSE.app/Contents/MacOS/stata-se")
#chooseStataBin("/Applications/Stata/StataSE.app/Contents/MacOS/stata-se")
```

The working directory objects are from the original baseline analysis. I've updated this to pull from a stable working directory (5/4/17)

```{r directory}
# wd <- "/Users/mlowes/drive/optimized_agronomy/soil/soil_health_study/data/rw baseline"
# dd <- paste(wd, "data", sep = "/")
# od <- paste(wd, "output", sep="/")
# md <- paste(wd, "maps", sep="/")
drive <- "~/drive/r_help/4_output/statistical_test_outputs"

#load data:
# This data is being drawn from the Soil lab repository. It has the baseline data with it
# d <- read.csv(paste(dd, "Rwanda_shs_commcare_soil_data_final.csv", sep="/"),  stringsAsFactors=FALSE)
```

# Data Prep

## Combine survey and soil data
Replicate Alex's and Emmanuel's merge process using "Identifiers with SSN_final" provided by Emmanuel. I use the RStata package found [here](https://github.com/lbraglia/RStata)
```{r}
# I'm replicating Alex's do file here.
stata("merge_shs.do")
```

Import the results of Alex's do file.

```{r}
d <- read.csv("data/rwanda_shs_baseline_data.csv", stringsAsFactors = F)
Identifiers <- read.csv("data/Identifiers with SSN_final.csv", stringsAsFactors = F)

wetChem <- read.csv(paste("/Users/mlowes/drive/jupyter/Rwanda Acidity", "Original chem_rwanda_shs.csv", sep = "/"))
```



```{r}
d <- left_join(d, Identifiers, by="sample_id")

# now import the soil results and merge with survey data
soilRF <- read.csv("data/rwshs_rfresults.csv", stringsAsFactors = F)
names(soilRF)[names(soilRF)=="X"] <- "SSN"

d <- left_join(d, soilRF, by="SSN")
```


## Cleaning baseline variables

Now let's start cleaning the demographic variables
```{r name.cleaning}
d[d=="---"] <- NA

names(d) <- gsub("text_final_questions", "", names(d))
names(d) <- gsub("intro_champ_echantillon", "", names(d))
names(d) <- gsub("demographic_info", "", names(d))
names(d) <- gsub("other_inputs_", "", names(d))
names(d) <- gsub("crop1_15b_inputs", "", names(d))
names(d) <- gsub("crop2_15b_inputs", "", names(d))
names(d) <- gsub("^15b", "", names(d))
names(d) <- gsub("historical_intro", "", names(d))

names(d)[names(d)=="field_dim"] <- "field_dim1"
names(d)[names(d)=="v51"] <- "field_dim2"
```

Address unusual field sizes

```{r}
ggplot(d, aes(x=field_dim1, y=field_dim2)) + geom_point()
```

It seems really unlikely that fields are 200 meters long while only being 20 meters wide. I don't know how to check this though. 

```{r}
# clean field dimensions here - winsor the values to something reasonable.
d[(d$field_dim1>=100 | d$field_dim2>=100) & !is.na(d$field_dim1), c("field_dim1", "field_dim2")]
```


Take care of demographic data formatting issues
```{r formatting}
# deal with names and drop unnecessary variables
d <- d %>% 
	dplyr::select(-c(rownumber, infoformid, introductiond_accept, photo,
		infocompleted_time, 
		enumerator_name, contains("phone"), farmer_name, farmersurname, farmername,
		d_respondent, additionalsamplepackedandsenttol, additionalsamplerequestedfromlab,
		datedryingcompleteifnecessary, driedindistrictifnecessary, senttohqyo,
		collectedindistrictyo, excessstoredathq_, receivedathq_,dateofinitialdryingifnecessary,
		samplecollectedinfieldyo, field_des, samplewetordry)) %>%
	rename(
	female = sex,
	age = age_cultivateur,
	own = d_own,
	client = d_client) %>%
	mutate(
	female= ifelse(female=="gore", 1,0),
	field.size = field_dim1*field_dim2
	)

d$total.seasons <- apply(d[, grep("d_season_list", names(d))], 1, function(x) {
	sum(x, na.rm=T)})
```

Clean agronomic practice variables

```{r}
agVars <- c("n_season_fert", "n_season_compost", "n_season_lime", "n_season_fallow",
            "n_seasons_leg_1", "n_seasons_leg_2")
summary(d[,agVars])
```

Sort out the legumes as a second crop

```{r}
table(d$n_seasons_leg_2, useNA = 'ifany')
d$n_seasons_leg_2 <- ifelse(d$n_seasons_leg_2 <0 | d$n_seasons_leg_2>10, NA, d$n_seasons_leg_2)
```

### Check out client variable - why are there missing values?

```{r}
table(d$client, useNA = 'ifany')
d[is.na(d$client), c("sample_id")]

# replace client based on whether there is a C in the client variable.
d$client.check <- ifelse(grepl("C", d$sample_id)==T, 0, 1)
table(d$client, d$client.check)
```

It looks like most farmers were recorded correctly except for one farmer who was coded as Tubura farmer but their sample_id indicate their a control. Let's take a look:

```{r}
d[d$client==1 & d$client.check==0 & !is.na(d$d_gps), c("sample_id", "tuburacontroltc")]
# they should be a control
d[d$client==1 & d$client.check==0 & !is.na(d$d_gps), "client"] <- 0

# remove farmers for which we have soil data but no survey data (using)
d <- d[-which(grepl("using", d$X_merge)),]
table(d$client, d$client.check, useNA = 'ifany')

# update client to equal client check
d$client <- d$client.check
```

Fix some more variable names:
```{r}
names(d)[names(d)=="field_kg_fert1_1"] <- "field_kg_fert1_15b"
names(d)[names(d)=="field_kg_fert2_1"] <- "field_kg_fert2_15b"
names(d)[names(d)=="field_kg_compost"] <- "field_kg_compost_15b"
```

Recode variables to numeric:
```{r}
# recode to numeric
varlist <- c("client", "own", "crop1_15b_seedkg", "crop1_15b_yield", "crop1_15b_yield_",
	"crop2_15b_seedkg", "crop2_15b_yield", "crop2_15b_yield_", "field_kg_fert1_15b",
	"field_kg_fert2_15b", "field_kg_compost_15b", "d_lime_15b", "kg_lime_15b")

# check that there aren't values hidden in the character variables
#apply(d[,varlist], 2, function(x){table(x, useNA='ifany')})

# recode characters to numerics
d[, varlist] <- sapply(d[,varlist], as.numeric)
```

### Sort out kgs of lime applied
```{r}
table(d$kg_lime_15b, useNA = 'ifany')
d$kg_lime_15b <- ifelse(abs(d$kg_lime_15b)==88, NA, d$kg_lime_15b)
```


```{r}
# divide out GPS coordinates
# http://rfunction.com/archives/1499

# replace the blank gps_pic_guide with info
d <- cbind(d, str_split_fixed(d$gps_pic_guid, " ", n=4))
names(d)[names(d)=="1" |names(d)== "2" | names(d)== "3" | names(d)== "4"] <- c("lat", "lon", "alt", "precision")
d[,c("lat", "lon", "alt", "precision")] <- sapply(d[,c("lat", "lon", "alt", "precision")],
                                                  function(x){as.numeric(as.character(x))})

```

## Cleaning soil data
Cleaning of soil data: Come back, check and clean the soil data before outputting to clean data set. Plot each of the soil variables to look for unrealistic values.
```{r}
dim(d[is.na(d$m3.Ca),])
d <- d[-which(is.na(d$m3.Ca)),]
       
summary(d[,c("m3.Ca", "m3.Mg", "pH", "Total.N", "Total.C", "ExAl")])
```

### Soil Type

```{r}
names(d)[names(d)=="general_field_infosoil_type"] <- "soil_type"
names(d)[names(d)=="general_field_infotexture_soil"] <- "soil_texture"

d$black_soil <- ifelse(d$soil_type=="black", 1,0)
d$red_soil <- ifelse(d$soil_type=="red", 1,0)
d$sandy_soil <-ifelse(d$soil_type=="sandy", 1,0)
```


Let's check out the rows for which we don't have soil data and drop them as they won't contribute to the full picture.

### Graphs of RW baseline soil variables
```{r}
soilVars <- c("m3.Ca", "m3.Mg", "pH", "Total.N", "Total.C", "ExAl")
```

```{r}
for(i in 1:length(soilVars)){
print(
  ggplot(data=d, aes(x=as.factor(client), y=d[,soilVars[i]])) + 
    geom_boxplot() +
    labs(x="Tubura Farmer", y=soilVars[i], title = paste("RW baseline soil - ", soilVars[i], sep = ""))
  )  
}


```

### Check out soil relationships
There are biologically predictable relationships between soil chemical characteristics. For instance, we expect Ca and Mg to move in the same direction and be positively correlated with pH. If we had Aluminum as an outcome, we'd expect pH to be negatively correlated with soluable aluminum. Let's look quickly to confirm if those relationships are present:

```{r}
ggplot(d, aes(x=m3.Ca, y=m3.Mg)) + geom_point() +
    stat_smooth(method="loess") +
    labs(x = "Calcium (m3)", y= "Magnesium (m3)", title="Calcium and Magnesium relationship")

ggplot(d, aes(x=pH, y=m3.Ca)) + geom_point() +
  stat_smooth(method="loess") +
  labs(x = "pH", y="Calcium (m3)", title = "pH and Calcium relationship")

ggplot(d, aes(x=pH, y=m3.Mg)) + geom_point() +
  stat_smooth(method="loess") +
  labs(x = "pH", y="Magnesium (m3)", title = "pH and Magnesium relationship")

ggplot(d, aes(x=pH, y=ExAl)) + geom_point() +
  stat_smooth(method="loess") +
  labs(x = "pH", y="Exchangeable Aluminum", title = "pH and Aluminum relationship")

ggplot(d, aes(x=Total.C, y=Total.N)) + geom_point() + 
  stat_smooth(method="loess") +
  labs(x = "Total Carbon", y="Total Nitrogen", title = "Carbon and Nitrogen relationship")
```

The soil characteristics are moving in the manner that is consistent with our understanding of soil chemical processes.

Save clean demographic and soil data to external file
```{r}
write.csv(d, file="data/shs rw baseline.csv")
save(d, file="data/shs rw baseline.Rdata")
```


### Map of baseline observations
Produce a simple map of where our observations are

```{r get_map, include=F}
if (!(exists("rwanda"))){
  # Only need to geocode once per session library(dismo)
  rwanda <- try(geocode("Rwanda"))
  # If the internet fails, use a local value 
  if (class(rwanda) == "try-error") {
    rwanda <- ""
    # arusha$longitude <- 36.68299
    # arusha$latitude <- -3.386925
  } 
}
```

See [here](http://rstudio-pubs-static.s3.amazonaws.com/208998_3592d3c6ac9a47ccbf3a3997ec2b68ec.html) for more on using markerClusterOptions in leaflet.

In the map below, the larger green circles are Tubura farmers and the smaller blue circles are control farmers.

```{r leaflet, fig.width=9, fig.height=7}
e <- d[!is.na(d$lon),]
ss <- SpatialPointsDataFrame(coords = e[, c("lon", "lat")], data=e)

pal <- colorNumeric(c("navy", "green"), domain=unique(ss$client))
map <- leaflet() %>% addTiles() %>%
  setView(lng=rwanda$longitude, lat=rwanda$latitude, zoom=8) %>%
  addCircleMarkers(lng=ss$lon, lat=ss$lat, 
                   radius= ifelse(ss$client==1, 10,6),
                   color = pal(ss$client),
clusterOptions = markerClusterOptions(disableClusteringAtZoom=13, spiderfyOnMaxZoom=FALSE))

map
```


# Summary statistics

### Table of final baseline breakdown
```{r}
count <- d %>% group_by(district) %>% 
  dplyr::summarize(
    t.count = sum(ifelse(client==1,1,0)),
    c.count = sum(ifelse(client==0,1,0)),
    total = n()
  ) %>% ungroup()

count <- as.data.frame(count)
write.csv(count, file="data/final rw sample breakdown.csv", row.names=F)
#as.data.frame(count)
```

## Baseline balance

Let's see how balanced our farmers are in terms of demographic variables. Tubura farmers were selected based on (list criteria) and control farmers in the same area tha fit the same criteria were also selected. No matching process has been performed to identify the control farmers that most closely resemble the Tubura farmers in the sample. These results are entirely reflecting the balance inherent in the identification process, not any statistical matching of treatment and control.

```{r}
d$valley <- ifelse(d$general_field_infofield_location=="valley", 1,0)
d$hillside <- ifelse(d$general_field_infofield_location=="hillside", 1,0)
d$hilltop <- ifelse(d$general_field_infofield_location=="hilltop", 1,0)
names(d)[names(d)=="general_field_infograde_hill"] <- "slope"
```

```{r}
cor(d[, grep("betail_", names(d))], use='complete.obs')
names(d)[grep("betail_", names(d))] <- c("cows", "goats", "chickens", "pigs", "sheep")

d$own.cows <- ifelse(d$cows>0 & !is.na(d$cows), 1,0)
d$own.goats <- ifelse(d$goats>0 & !is.na(d$goats), 1,0)
d$own.chickens <- ifelse(d$chickens>0 & !is.na(d$chickens), 1,0)
d$own.pigs <- ifelse(d$pigs>0 & !is.na(d$pigs), 1,0)
d$own.sheep <- ifelse(d$sheep>0 & !is.na(d$sheep), 1,0)


```

## Crop selection in 15B

```{r}
names(d)[names(d)=="inputuse_15b_priorculture_15b_1"] <-"crop_15b"
d$crop_15b <- tolower(d$crop_15b)
sort(prop.table(table(d$crop_15b, useNA = 'ifany')))

d$climbing_bean <- ifelse(d$crop_15b=="shy", 1,0)
d$sorghum <- ifelse(d$crop_15b=="saka", 1,0)
d$bush_bean <- ifelse(d$crop_15b=="big", 1,0)
d$maize <- ifelse(d$crop_15b=="gor", 1,0)
```

```{r}
out.list <- c("female", "age", "hhsize", "own", "field.size",
              "n_season_fert", "n_season_compost", "n_season_lime", "n_season_fallow", "n_seasons_leg_1", "n_seasons_leg_2", "slope",  "alt", "valley", "hillside", "hilltop", "cows", "goats", "chickens", "pigs", "sheep", "climbing_bean", "sorghum", "bush_bean","maize", soilVars, "own.cows", "own.goats", "own.chickens", "own.pigs", "own.sheep", "black_soil", "red_soil", "sandy_soil")

output <- do.call(rbind, lapply(out.list, function(x) {
  
  out <- t.test(d[,x] ~ d[,"client"], data=d)
  tab <- data.frame(out[[5]][[2]],out[[5]][[1]], out[3])
  tab[,1:2] <- round(tab[,1:2],3)
  names(tab) <- c(names(out[[5]]), "pvalue")
  return(tab)
}))

# use p.adjust with bonferroni correction
output$pvalue <- p.adjust(output$pvalue, method="fdr")
rownames(output) <- out.list
output <- output[order(output$pvalue),]
output$pvalue <- ifelse(output[, 3] < 0.001, "< 0.001", round(output[, 3], 3)) 


colnames(output) <- c("Tubura Client","Non-Tubura", "p-value")	
```

```{r, results='asis'}
print(kable(output))
```

Pre-PSM table 1 summary

```{r}
table1vars <- c("pH", "Total.C", "Total.N", "m3.Ca", "m3.Mg")
table1 <- output[rownames(output) %in% table1vars, ]

write.csv(table1, file=paste("output","rw table1.csv", sep = "/"), row.names=T)
```


```{r}
#write table
write.csv(output, file=paste("output", "baseline balance.csv", sep="/"), row.names=T)
```

```{r}
# write baseline balance table for ES per his table layouts
t4order <- c("age", "female", "hhsize", "own")
table4vars <- paste(t4order, collapse="|")

rw.table4 <- output[grepl(table4vars, rownames(output)),]
rw.table4 <- rw.table4[order(match(rownames(rw.table4), t4order)),]
write.csv(rw.table4, file=paste("output", "pre match balance table4.csv", sep="/"),
          row.names = T)

t5order <- c("field.size", "slope", "alt", "hilltop", "hillside", "valley",
                      "climbing_bean", "sorghum", "bush_bean", "maize")

table5vars <- paste(t5order,collapse="|")

rw.table5 <- output[grepl(table5vars, rownames(output)),]
rw.table5 <- rw.table5[order(match(rownames(rw.table5), t5order)),]
write.csv(rw.table5, file=paste("output", "pre match balance table5.csv", sep = "/"),
          row.names = T)

t6order <- c("own.cows", "cows", "own.pigs", "pigs", "own.sheep", "sheep", "own.goats", "goats","own.chickens", "chickens")
table6vars <- paste(t6order, collapse = "|")
rw.table6 <- output[grep(table6vars, rownames(output)), ]
rw.table6 <- rw.table6[order(match(rownames(rw.table6), t6order)),]
write.csv(rw.table6, file=paste("output", "pre match balance table6.csv", sep = "/"), 
          row.names=T)
```


## Overall balance interpretation
**Demographic variables** We are not well balanced along the main demographic variables we collected, sex, age and HH size. For the purposes of inference we can test some matching algorithms to improve the match between Tubura and control farmers. 


**Agricultural practice variables** We are decently balanced along agricultural practice variables. Our course of action here is similiar to our options with the demographic variables. 


**Soil Variables** We are balanced on the primary soil variables of interest betwen our Tubura farmers and the comparison farmers.

## Baseline balance by district
```{r}
dist.output <- do.call(rbind, lapply(split(d, d$district), function(x) {
  
  tab <- do.call(rbind, lapply(out.list, function(y) {
    
    out <- t.test(x[,y] ~ x[,"client"], data=x)
    tab <- data.frame(out[[5]][[2]],out[[5]][[1]], out[3])
    tab[,1:2] <- round(tab[,1:2],3)
    names(tab) <- c(names(out[[5]]), "pvalue")
    #tab[,3] <- p.adjust(tab[,3], method="holm")
    #tab[,3] <- ifelse(tab[,3] < 0.001, "< 0.001", round(tab[,3],3))
    #print(tab)
    return(tab)
  }))
  
  return(data.frame(district = unique(x$district), tab))
}))

rownames(dist.output) <- NULL
dist.output$variable <- rep(out.list,length(unique(d$district)))	

# order variables 
dist.output <- dist.output[, c(1, 5, 2:4)]
dist.output$pvalue <- p.adjust(dist.output$pvalue, method="fdr")
dist.output <- dist.output[order(dist.output$pvalue),]

dist.output$pvalue <- ifelse(dist.output$pvalue < 0.001, "< 0.001", round(dist.output$pvalue,3))
colnames(dist.output) <- c("District", "Varible", "Tubura Client","Non-Tubura", "p-value")	
```

```{r, results='asis'}
print(kable(dist.output))
```

## District balance interpretation
**Demographic variables** interpretation here.


**Agricultural practice variables** interpretation here


**Soil Variables** interpretation here


```{r}
write.csv(dist.output, file=paste("output", "district balance.csv", sep="/"), row.names=T)
```

## Baseline balance by Tubura tenure
Look at farmers by duration of tenure farming with Tubura. We want to understand, at least with an initial naive baseline sense, what is the cumulative effect of Tubura practices on soil health outcomes?

We will look only at current Tubura farmers and compare first year farmers to farmers with more experience with Tubura.

```{r}
oafOnly <- d[which(d$client==1 & d$total.seasons>=1),]

nTenure <- oafOnly %>% group_by(total.seasons) %>% 
  dplyr::summarize(
    n = n()
  ) %>% ungroup() %>% as.data.frame()
nTenure$val <- paste(nTenure$total.seasons, " (", "n = ", nTenure$n, ")", sep = "")

for(i in 1:length(soilVars)){
print(
  ggplot(oafOnly, aes(x=as.factor(total.seasons), y=oafOnly[,soilVars[i]])) + 
    geom_boxplot() +
    scale_x_discrete(labels=nTenure$val) + 
    theme(legend.position = "bottom", axis.text.x = element_text(angle = 45, hjust = 1)) +
    labs(x="Tubura Tenure", y=soilVars[i], title = paste("RW baseline soil by tenure - ", soilVars[i], sep = ""))
  )  
}
```

## Tenure summaries
```{r}
tenureSum <- aggregate(oafOnly[,out.list], by=list(oafOnly$total.seasons), function(x){
  round(mean(x, na.rm=T),2)
})
tenureSum <- as.data.frame(t(tenureSum))
colnames(tenureSum) <- c(paste(seq(1,14,1), " seas.", sep = ""))
```

```{r, results='asis'}
print(kable(tenureSum))
```

## Tenure balance
We're defining Tubura tenure as having 3 or more seasons of experience farming with Tubura. We draw the line at 3 seasons as three seasons of fertilizer use is approximately when we'd expect fertilizer to start to have a detrimental effect on soil health.

```{r}
oafOnly$tenured <- ifelse(oafOnly$total.seasons>=3,1,0)

tenure <- do.call(rbind, lapply(out.list, function(x) {
  
  out <- t.test(oafOnly[,x] ~ oafOnly[,"tenured"], data=oafOnly)
  tab <- data.frame(out[[5]][[1]], out[[5]][[2]], out[3])
  tab[,1:2] <- round(tab[,1:2],3)
  names(tab) <- c(names(out[[5]]), "pvalue")
  return(tab)
}))

# use p.adjust with bonferroni correction
tenure$pvalue <- p.adjust(tenure$pvalue, method="fdr")
rownames(tenure) <- out.list
tenure <- tenure[order(tenure$pvalue),]
tenure$pvalue <- ifelse(tenure[, 3] < 0.001, "< 0.001", round(tenure[, 3], 3)) 


colnames(tenure) <- c("Non-Tubura", "Tubura Client", "p-value")	
```

```{r, results='asis'}
print(kable(tenure))
```

## Tenured v. new balance interpretation

**Demographic variables** We are well balanced along demographic variables.

**Agricultural practice variables** Not surprisingly, Tubura farmers have more cumulative years of fertilizer use than current non-Tubura farmers. While that difference is signficant, it is realistically only a single season of fertilizer use different.

Interestingly, non-Tubura farmers reported using more lime than current Tubura farmers. This 

**Soil Variables** Soil pH, calcium and magnesium levels are lower for tenured Tubura farmers. This is consistent with the hypothesis that increaesd fertilizer use leads to an increaese in soil acidity.

## Analysis of agronomic practices contributing to soil health outcomes

Here's where we'll look at the contribution of fertilizer, lime and cultivation practices on soil health outcomes. This analysis will be come richer as we gain longitudinal measures. I caution that we cannot treat these relationships as causal. The direction of causality is not clearly delineated in the data or the study design. However, we can identify meaningful connections between practices and outcomes through this analysis to generate new hypotheses for field testing.

I'm going to start with behaviors by sections and then move to a more comprehensive model including multiple practices. All models will include controls for site to account for local variation and field officer behavior.

# Analysis

## Agronomic Behaviors

**Check** for multicollinearity before adding number of seasons of agronomic inputs on the same side of the regression.  

```{r}
suppressMessages(library(stargazer))

inputUse <- c("n_season_fert","n_season_compost", "n_season_lime", "n_season_fallow")

cor(d[,inputUse], use="complete.obs")
```

**Interpretation**: The strongest correlation between the input use intensity variables is between seasons of fertilizer and compost use, ~0.35. While this is on the higher end it's not necessarily cause for alarm.

```{r results='asis'}
inputUse <- paste(c("n_season_fert","n_season_compost", "n_season_lime", "n_season_fallow"), collapse= " + ")

list1 <- lapply(soilVars, function(x){
  mod <- lm(as.formula(paste("d[,x] ~", inputUse, "+ as.factor(cell)", sep="")), data=d)
  return(mod)
})

stargazer(list1, type="html", 
          title = "2016A Rwanda Soil Health Baseline - Naive Agronomic Practice Models",
          covariate.labels = c("Seasons of Fertilizer", "Seasons of Compost", 
                               "Seasons of Lime", "Seasons of Fallow"),
          dep.var.caption = "",
          dep.var.labels = "",
          column.labels = c(gsub("m3.","", soilVars)),
          notes = "Includes FE for cell",
          omit=c("cell"), out=paste("output", "rw_baseline_agprac.htm", sep="/"))
```


**Interpretation** The naive model suggests that when we include site level fixed effects, duration of agronomic practices don't have a big effect on soil health outcomes. However, some of the practice intensity variables are not well distributed. Let's take a look at a log transformation. I'm adding one to the variables as to not end up with lots of Inf values.

Log transformations in theory are appropriate for variables that are right skewed (vavlues clustered to the left of the distribution) and see diminishing returns to increasing values. The shape of the data suggests a log transformation but it's debateable whether the relationship is diminishing.

```{r}
agPrac <- c(names(d[grep('n_season_', names(d))]))

for(i in 1:length(agPrac)){
  print(
    ggplot(d, aes(x=d[,agPrac[i]])) + geom_density() +
      labs(x = paste(agPrac[i], " No transform", sep = ""))
        )
}

# since these are all skewed, consider a log transform 
for(i in 1:length(agPrac)){
  print(
    ggplot(d, aes(x=log10(d[,agPrac[i]]+1))) + geom_density() + 
      labs(x = paste(agPrac[i], " Log transform", sep = ""))
        )
}

# look at other transfomations
for(i in 1:length(agPrac)){
  print(
    ggplot(d, aes(x=d[,agPrac[i]]^(1/3))) + geom_density() +
      labs(x = paste(agPrac[i], " cubic root transform", sep = ""))
        )
}


# visualize the outcomes as well to see if a transformation is warranted
for(i in 1:length(soilVars)){
  print(
    ggplot(d, aes(x=d[,soilVars[i]])) + geom_density() +
      labs(x = soilVars[i], title = soilVars[i])
        )
}
```

```{r}
d$logFert <- log(d$n_season_fert+1)
d$logCompost <- log(d$n_season_compost+1)
d$logLime <- log(d$n_season_lime+1)
d$logFallow <- log(d$n_season_fallow+1)
```

Or look at BoxCox graph to empirically determine the right transformation. Log is assuming a diminishing return to an increasing X. That's probably not the case with fertilizer. We'd actually expect an increasing return as values get larger. We use boxcox to see what the data suggest. We interpret it as follows:

* lambda = 2 -> square
* lambda = 1 -> no transformation
* lambda = 0.5 -> square root
* lambda = 0 -> log
* lamdba = -1 -> inverse

```{r}
library(MASS)
for(i in 1:length(agPrac)){
boxcox(lm(pH ~ d[,agPrac[i]], data=d))
}
```

For pH at least it seems like a log transform is appropriate. We can run this for all other variables as well to see what we get as well.

Let's look at the log results: See [here](http://www.cazaar.com/ta/econ113/interpreting-beta) and [here](http://www.kenbenoit.net/courses/ME104/logmodels2.pdf) for guidance on intepreting log transformed right hand side variables. See [here](http://seismo.berkeley.edu/~kirchner/eps_120/Toolkits/Toolkit_03.pdf) for additional guidance on choosing a transformation.

**How to interpret RHS log transform**: For a linear multivariate OLS regression, we say "a one unit increase in X causes a (coefficient) change in Y." For a linear-log regression where the X variable is log transformed, we say a L percent change in X leads to a (coefficient*L) change in Y.

**Question**: Do we want to run this analysis for only OAF farmers? If so, adjust the sample accordingly.

```{r results='asis', fig.align='center'}

logVars <- paste(names(d[grep("log", names(d))]), collapse=" + ")

list2 <- lapply(soilVars, function(x){
  mod <- lm(as.formula(paste("d[,x] ~",  logVars, "+ as.factor(cell)", sep="")), data=d)
  return(mod)
})

list2b <- lapply(soilVars, function(x){
  mod <- lm(as.formula(paste("d[,x] ~",  logVars, sep="")), data=d)
  return(mod)
})
```

```{r results='asis', eval=F}
suppressWarnings(
  stargazer(list2, list2b, type="html", 
          title = "2016A Rwanda Soil Health Baseline - Log Agronomic Practice Models",
          covariate.labels = c("Seasons of Fertilizer (log)", "Seasons of Compost (log)", "Seasons of Lime (log)", "Seasons of Fallow (log)"),
          column.labels = c(rep(gsub("m3.","", soilVars),2)),
          dep.var.caption = "",
          dep.var.labels = c("",""),
          add.lines = list(c("Cell FE?", rep("Yes", 5), rep("No", 5))),
          notes = "Includes FE for cell",
          omit=c("cell"), out=paste("output", "rw_baseline_agprac_log.htm", sep="/"))
)
```

```{r}
plm.log <- function(x, range){
  
  beta = round(summary(x)$coefficients[range,1],3)
  beta.pval = summary(x)$coefficients[range,4]
  beta.conv = ifelse(beta.pval < 0.01, "***", ifelse(
    beta.pval < 0.05, "**", ifelse(
      beta.pval < 0.1, "*", "")))
  #beta.pval = round(beta.pval, 3)
  outcome = paste(beta, beta.conv, sep = "")
  outcome = c(outcome, unique(round(summary(x)$coefficients[1,1],3)))
  res = data.frame(outcome, stringsAsFactors = F)
  
  return(res)  
}

rw.table15 <- do.call(cbind, lapply(list2, function(x){
  plm.log(x, 2:5)
}))

colnames(rw.table15) <- soilVars
rownames(rw.table15) <- c(names(d)[grep("log", names(d))], "constant")
```

## Table 15 outcomes

```{r}
rw.table15 <- rw.table15[,c("pH", "Total.C", "Total.N", "m3.Ca", "m3.Mg", "ExAl")]

write.csv(rw.table15, file=paste("output", "rwtable15_reg.csv", sep = "/"),
          row.names = T)
```


```{r}
# a 10 percent increase in x leads to B1*.1 change in Y
logTrans <- do.call(cbind, lapply(list2, function(x){
  coeff = x$coefficients[2:5]
  tenPercent = round(coeff*.1, 5)
  names(tenPercent) <- paste("10% increase in ", gsub("log","", names(tenPercent)), " leads to:", sep="")
  return(tenPercent)
}))
colnames(logTrans) <- soilVars
```

```{r results='asis'}
print(kable(logTrans))
```


**Interpretation**: When we transform the variables to log, the data starts to tell a more coherent story, at least directionally. If we remove the district FE, the coefficients gain significance.

* Additional seasons of fertilizer use relates to a decrease in soil N and C. 
* Seasons of compost and lime have the opposite, positive effect on soil N. 
* Unsurprisingly, soil health metrics are poorer for soils on which more fertilizer has been used and lime has not been used. 

### Tenure with One Acre Fund
Let's look first at a naive model of One Acre Fund tenure on soil health. **Remember**: these data are not longitudinal! These data are not longitudinal and reflect farmer selection into One Acre Fund. While these models will try to be both robust and parsimonious, we will inevitabily suffer omitted variable bias due to a lack of an instrument.


```{r results='asis'}

list3 <- lapply(soilVars, function(x){
  mod <- lm(as.formula(paste("d[,x] ~",  "total.seasons + as.factor(cell)", sep="")), data=d)
  return(mod)
})

stargazer(list3, type="html", 
          title = "2016A Rwanda Soil Health Baseline - Naive Tenure Models",
          covariate.labels = c("OAF Tenure"),
          dep.var.caption = "",
          dep.var.labels = "",
          column.labels = c(gsub("m3.","", soilVars)),
          notes = "Includes FE for cell",
          omit=c("cell"), out=paste("output", "rw_baseline_tenure.htm", sep="/"))
```


**Interpretation**: The naive One Acre Fund tenure model suggest that across the board that additional years of 1AF practices have a negative effect on soil health parameters. Let's combine 1AF tenure with the agronomic practices model above to build a more robust model:

```{r results='asis'}
list4 <- lapply(soilVars, function(x){
  mod <- lm(as.formula(paste("d[,x] ~",  logVars, "+ total.seasons + as.factor(cell)", sep="")), data=d)
  return(mod)
})

stargazer(list4, type="html", 
          title = "2016A Rwanda Soil Health Baseline - Ag Practice and Tenure",
          covariate.labels = c("Seasons of Fertilizer (log)", "Seasons of Compost (log)", "Seasons of Lime (log)", "Seasons of Fallow (log)", "OAF Tenure"),
          dep.var.caption = "",
          dep.var.labels = "",
          column.labels = c(gsub("m3.","", soilVars)),
          notes = "Includes FE for cell",
          omit=c("cell"), out=paste(od, "rw_baseline_ag_tenure.htm", sep="/"))

```

**Interpretation**: Including agronomic practices and 1AF tenure in the same model dampens the magnitude, but not the significance, of 1AF tenure on soil health outcomes. 

## Agronomic practices - 15B cultivation practices
Thus far we have looked at aggregated historical plot level practices and their effect on soil health. We also asked farmers about their cultivation practices on their plot in the previous season, 15B. We have more precise information for fertilizer, compost and liming practices for the 15B season.

```{r}
# scale all the field application variables to ares
d$ares <- d$field.size/100
d$fert1.are <- d$field_kg_fert1_15b/d$ares
d$fert2.are <- d$field_kg_fert2_15b/d$ares
d$fert.total.are <- apply(d[,c("fert1.are", "fert2.are")], 1, function(x){
  sum(x, na.rm=T)
})

d$fert.total.are <- ifelse(is.na(d$fert1.are) & is.na(d$fert2.are), NA, d$fert.total.are)

d$compost.are <- d$field_kg_compost_15b/d$ares
d$lime.are <- d$kg_lime_15b/d$ares

intensityVars <- c("fert1.are", "fert2.are",
                   "compost.are", "lime.are")

cor(d[,intensityVars], use="complete.obs")
```


```{r}
#table(d$field_15b_fert_t, useNA = 'ifany')
d$field_15b_fert_t <- tolower(d$field_15b_fert_t)
names(d)[names(d)=="v69"] <- "field_15b_fert_t2"
#table(d$field_15b_fert_t2)
d$field_15b_fert_t2 <- tolower(d$field_15b_fert_t2)
```

```{r}
d$dap1 <- ifelse(d$field_15b_fert_t=="dap", d$field_kg_fert1_15b, NA)
d$dap1.are <- d$dap1/d$ares
d$npk1 <- ifelse(grepl("npk", d$field_15b_fert_t), d$field_kg_fert1_15b, NA)
d$npk1.are <- d$npk1/d$ares
d$urea1 <- ifelse(d$field_15b_fert_t=="urea", d$field_kg_fert1_15b, NA)
d$urea1.are <- d$urea1/d$ares
```

```{r}
d$urea2 <- ifelse(d$field_15b_fert_t2=="urea", d$field_kg_fert2_15b, NA)
d$urea2.are <- d$urea2/d$ares
```

```{r}
d$total.urea.are <- apply(d[,c("urea1.are", "urea2.are")], 1, function(x){
  sum(x, na.rm=T)
})
d$total.urea.are <- ifelse(is.na(d$urea1.are) & is.na(d$urea2.are), NA, d$total.urea.are)
```

### Graph the application/are variables

```{r}
for(i in 1:length(intensityVars)){
  print(
  ggplot(d, aes(x=d[,intensityVars[i]])) + geom_density() +
      labs(x = intensityVars[i], title = intensityVars[i])
  )
}
```

**Conclusion - Take 1**: The application rate per are variables are weird. I think it's because of the field dimensions. I'm going to go back to the field dimensions and check this. 

Let's look at the dimensions of the fields that have large application rates
```{r}
d[d$fert1.are>10 & !is.na(d$fert1.are), c("field_dim1", "field_dim2", "field.size", "fert1.are")]

d[d$fert2.are>10 & !is.na(d$fert2.are), c("field_dim1", "field_dim2", "field.size", "fert2.are")]

d[d$compost.are>500 & !is.na(d$compost.are), c("field_dim1", "field_dim2", "field.size", "compost.are")]
# there's a field that is 1 meter wide? Surely not.

d[abs(d$lime.are)>40 & !is.na(d$lime.are), c("field_dim1", "field_dim2", "field.size", "lime.are")]
# how is there a negative quantity of lime?
```

## Tenure Scatter plots
Generate tenure vs. pH and tenure vs. fertilizer seasons scatter plots:

```{r}
tenure.ph <- ggplot(d, aes(x=jitter(total.seasons), y=pH)) + geom_point() + 
  geom_smooth(method="loess") +
  labs(x = "OAF Tenure", y = "Soil pH", title = "OAF Tenure vs. soil pH in Rwanda")

tenure.ph

pdf(paste(od, "rw tenure vs ph.pdf", sep = "/"), width=11, height=8.5)
print(tenure.ph)
dev.off()

```

```{r}
tenure.fertilizer <- ggplot(d, aes(x= jitter(total.seasons), y=jitter(n_season_fert))) + geom_point() +
  geom_smooth(method='loess') + 
  labs(x = "OAF Tenure", y = "Years of Fertilizer in past 5 years", title = "OAF Tenure vs. soil pH in Rwanda")

tenure.fertilizer

pdf(paste(od, "rw tenure vs fertilizer.pdf", sep = "/"), width=11, height=8.5)
print(tenure.fertilizer)
dev.off()
```


## Table 16 - Kgs of soil ammendments - fertilizer (kg)

```{r}
# this should be kg of fertilizer used in this field. Compost is off the charts. Convert this to compost per sq meter
plm.t16 <- function(x, range){
  
  beta = round(summary(x)$coefficients[range,1],3)
  beta.pval = round(summary(x)$coefficients[range,4],3)
  beta.conv = ifelse(beta.pval < 0.01, "***", ifelse(
    beta.pval < 0.05, "**", ifelse(
      beta.pval < 0.1, "*", "")))
  #beta.pval = round(beta.pval, 3)
  outcome = paste(beta, " (", beta.pval, ")", sep = "")
  outcome = c(outcome, unique(round(summary(x)$coefficients[1,1],3)))
  res = data.frame(outcome, stringsAsFactors = F)
  
  return(res)  
}


previousSeasonfert <- paste("fert1.are", "as.factor(cell)", sep=" + ")

list5 <- lapply(soilVars, function(x){
  mod <- lm(as.formula(paste("d[,x] ~", previousSeasonfert, sep="")), data=d)
  return(mod)
})

table16 <- do.call(cbind, lapply(list5, function(x){
  plm.t16(x, 2)
}))
colnames(table16) <- soilVars
rownames(table16) <- c("Fertilizer (kg/are)", "constant")

table16 <- table16[,c("pH", "Total.C", "Total.N", "m3.Ca", "m3.Mg", "ExAl")]
write.csv(table16, file=paste(od, "rwtable16_fert.csv", sep = "/"),
          row.names = T)
```

## Table 16 - all fertilizer used 

```{r}
previousSeasonfertAll <- paste("fert.total.are", "as.factor(cell)", sep=" + ")

list5a <- lapply(soilVars, function(x){
  mod <- lm(as.formula(paste("d[,x] ~", previousSeasonfertAll, sep="")), data=d)
  return(mod)
})

table16a <- do.call(cbind, lapply(list5a, function(x){
  plm.t16(x, 2)
}))
colnames(table16a) <- soilVars
rownames(table16a) <- c("Fertilizer (all) (kg/are)", "constant")

table16a <- table16a[,c("pH", "Total.C", "Total.N", "m3.Ca", "m3.Mg", "ExAl")]
write.csv(table16a, file=paste(od, "rwtable16_fert_all.csv", sep = "/"),
          row.names = T)
```

## Table 16 - Kgs of soil ammendments - compost (kg)

```{r}
# these objects have the same name as the fertilizer objects for simplicity. Run
# from the top to avoid overwriting issues.
previousSeasoncompost <- paste("compost.are", "as.factor(cell)", sep=" + ")
temp <- subset(d, d$compost.are>0)
list5b <- lapply(soilVars, function(x){
  mod <- lm(as.formula(paste("temp[,x] ~", previousSeasoncompost, sep="")), data=temp)
  return(mod)
})

table16b <- do.call(cbind, lapply(list5b, function(x){
  plm.t16(x, 2)
}))
colnames(table16b) <- soilVars
rownames(table16b) <- c("Compost (kg/are)", "constant")

table16b <- table16b[,c("pH", "Total.C", "Total.N", "m3.Ca", "m3.Mg", "ExAl")]
write.csv(table16b, file=paste(od, "rwtable16_compost.csv", sep = "/"),
          row.names = T)
```

The compost regression results are suprising. Look at Carbon and compost scatter plot. If we include 0 compost, we see no relationship. If we exclude 0 compost, we 

```{r}
soilC.compost <- ggplot(temp, aes(x = compost.are, y=Total.C)) + geom_point() + 
  scale_x_continuous(limits=c(0,50)) + # remove larger values from the graph.
  geom_smooth(method='lm') +
  labs(title = "Compost and Soil Carbon in Rwanda", x = "Compost (kg/acre)", y = "Total Carbon")

soilC.compost

pdf(paste(od, "compost vs soil c.pdf", sep = "/"), width=11, height=8.5)
print(soilC.compost)
dev.off()

```

There are too many zero or near zero values. We can conclude that perhaps we're not asking this question well. Even when we remove non-zero values, there's little discernable relationship.

## Table 16 - Kgs of soil ammendments - lime (kg)

```{r}
# these objects have the same name as the fertilizer objects for simplicity. Run
# from the top to avoid overwriting issues.
previousSeasonlime <- paste("lime.are", "as.factor(cell)", sep=" + ")
list5c <- lapply(soilVars, function(x){
  mod <- lm(as.formula(paste("d[,x] ~", previousSeasonlime, sep="")), data=d)
  return(mod)
})

table16c <- do.call(cbind, lapply(list5c, function(x){
  plm.t16(x, 2)
}))
colnames(table16c) <- soilVars
rownames(table16c) <- c("Lime (kg/are)", "constant")

table16c <- table16c[,c("pH", "Total.C", "Total.N", "m3.Ca", "m3.Mg", "ExAl")]
write.csv(table16c, file=paste(od, "rwtable16_lime.csv", sep = "/"),
          row.names = T)
```

## Table 16 - types of fertilizer - DAP (kg)
```{r}
previousSeasonDAP <- paste("dap1.are", "as.factor(cell)", sep=" + ")
list5d <- lapply(soilVars, function(x){
  mod <- lm(as.formula(paste("d[,x] ~", previousSeasonDAP, sep="")), data=d)
  return(mod)
})

table16d <- do.call(cbind, lapply(list5d, function(x){
  plm.t16(x, 2)
}))
colnames(table16d) <- soilVars
rownames(table16d) <- c("DAP (kg/are)", "constant")

table16d <- table16d[,c("pH", "Total.C", "Total.N", "m3.Ca", "m3.Mg", "ExAl")]
write.csv(table16d, file=paste(od, "rwtable16_dap.csv", sep = "/"),
          row.names = T)
```

## Table 16 - types of fertilizer - NPK (kg)
```{r}
previousSeasonNPK <- paste("npk1.are", "as.factor(cell)", sep=" + ")
list5e <- lapply(soilVars, function(x){
  mod <- lm(as.formula(paste("d[,x] ~", previousSeasonNPK, sep="")), data=d)
  return(mod)
})

table16e <- do.call(cbind, lapply(list5e, function(x){
  plm.t16(x, 2)
}))
colnames(table16e) <- soilVars
rownames(table16e) <- c("NPK (kg/are)", "constant")

table16e <- table16e[,c("pH", "Total.C", "Total.N", "m3.Ca", "m3.Mg", "ExAl")]
write.csv(table16e, file=paste(od, "rwtable16_npk.csv", sep = "/"),
          row.names = T)
```

## Table 16 - types of fertilizer - Urea (kg)
```{r}
previousSeasonUrea <- paste("total.urea.are", "as.factor(cell)", sep=" + ")
list5f <- lapply(soilVars, function(x){
  mod <- lm(as.formula(paste("d[,x] ~", previousSeasonUrea, sep="")), data=d)
  return(mod)
})

table16f <- do.call(cbind, lapply(list5f, function(x){
  plm.t16(x, 2)
}))
colnames(table16f) <- soilVars
rownames(table16f) <- c("Urea (kg/are)", "constant")

table16f <- table16f[,c("pH", "Total.C", "Total.N", "m3.Ca", "m3.Mg", "ExAl")]
write.csv(table16f, file=paste(od, "rwtable16_urea.csv", sep = "/"),
          row.names = T)
```


```{r results='asis', eval=FALSE}
stargazer(list5, type="html", 
          title = "2016A Rwanda Soil Health Baseline - 15B practices",
          covariate.labels = c("Fertilizer Rate (log)"),
          dep.var.caption = "",
          dep.var.labels = "",
          column.labels = c(gsub("m3.","", soilVars)),
          notes = "Includes FE for cell",
          omit=c("cell"), out=paste(od, "rw_baseline_15b_ag.htm", sep="/"))
```


## Farmer fertility perception
Let's look at farmer perceived fertility as a predictor of soil health. We'll set 'same fertility' as the reference category.

```{r results='asis'}
d$fertility_qual <- relevel(as.factor(d$general_field_infocompare_fertil), ref="same")

list6 <- lapply(soilVars, function(x){
  mod <- lm(as.formula(paste("d[,x] ~", "+ fertility_qual + as.factor(cell)", sep="")), data=d)
  return(mod)
})


stargazer(list6, type="html", 
          title = "2016A Rwanda Soil Health Baseline - Farmer Perceived Fertility",
          covariate.labels = c("Farmer Opinion - Less Fertile",
                               "Farmer Opinion - More Fertile"),
          dep.var.caption = "",
          dep.var.labels = "",
          column.labels = c(gsub("m3.","", soilVars)),
          notes = "Reference category is same fertility as other fields. Includes FE for cell",
          notes.align = "l",
          omit=c("cell"), out=paste(od, "rw_baseline_fertility_qual.htm", sep="/"))

```


**Interpretation**: Farmers understand their fields well. Their categorization of which field are more and less fertile corresponds to our quantified measures of soil health. The only features farmers don't seem to get correct are nitrogen and carbon. The nitrogen and carbon levels are indistinguishable in 'low fertility' fields relative to the fields deemed to be the 'same fertility.' **Reminder**: We need to remember that farmers are only evaluting one of their fields thus we are not able to account for the quality of the farmer in assessing his/her fields.

### Deeper dive into farmer perception of fertility

* Look at wet chem values for all soil features by farmer perception
* Run PCA on all soil attributes to see which principle components predict soil fertility
* Consider adding additional control variables into model (like Ca as control for pH perception model)

```{r}
# merge wetChem in with d
names(wetChem)[2:21] <- paste("wet.", names(wetChem)[2:21], sep = "")
d <- left_join(d, wetChem, by="SSN")
```

### For Eric, CEC summary for new Ca and Mg thresholds

```{r}
ggplot(d, aes(x=wet.C.E.C)) + geom_density() + 
  geom_vline(xintercept = median(d$wet.C.E.C, na.rm=T), color="red") + 
  geom_vline(xintercept = mean(d$wet.C.E.C, na.rm=T), color="blue")

summary(d$wet.C.E.C)[3:4]
```


```{r}
wetVars <- names(d)[grep("wet.", names(d))]
for(i in 1:length(wetVars)){
  print(
  ggplot(data=d, aes(x=as.factor(client), y=d[,wetVars[i]])) + 
    geom_boxplot() +
    labs(x="Tubura Farmer", y=wetVars[i], title = paste("RW baseline wet chem - ", wetVars[i], sep = ""))
  )
}

```

```{r results='asis'}
list7 <- lapply(wetVars, function(x){
  mod <- lm(as.formula(paste("d[,x] ~", "+ fertility_qual + as.factor(cell)", sep="")), data=d)
  return(mod)
})

suppressWarnings(
stargazer(list7, type="html", 
          title = "2016A Rwanda Soil Health Baseline - Farmer Perceived Fertility (wet chem)",
          covariate.labels = c("Farmer Opinion - Less Fertile",
                               "Farmer Opinion - More Fertile"),
          dep.var.caption = "",
          dep.var.labels = "",
          column.labels = c(gsub("wet.","", wetVars)),
          notes = "Reference category is same fertility as other fields. Includes FE for cell",
          notes.align = "l",
          omit=c("cell"), out=paste(od, "rw_baseline_fertility_qual_wet.htm", sep="/"))
)
```

**Interpretation**: Our sample size decreases considerably when we look only at wet chemistry results. Thus, we do not see the same signficant relationships we saw between farmer perceived fertility and soil characteristics we saw when looking at the predicted values.

## Principal Component Analysis (predicted values)
```{r}
pca1 <- prcomp(d[,soilVars], scale=TRUE, center=TRUE)
print(pca1)
plot(pca1)
```

```{r}
pca1$rotation
```

The first principal component is composed primarily of soil pH related variables, Ca, Mg, and pH. The second capture N and C. These groupings (pH grouping and C and N) are not all that surprising given that our predicted soil variable set is fairly limited.

If the variables have the same sign that indicates that they are positively correlated in the principal component. In the first principal component, we see Ca, Mg and pH loading in the same direction. In the second principal component, we see N and C moving in the same direction. Ca and Mg are also associated in the same direction but to a lesser extent. 


```{r}
ggplot(as.data.frame(pca1$x),aes(x=PC1,y=PC2, color=d$fertility_qual)) + geom_point() + 
  labs(title = "PCA of soil attributes and farmer perceived soil fertility",
       x = "First PCA", y= "Second PCA", color="Field Quality")
```
When we layer farmer perceived soil fertility on top of the principal component scatter plot, no clear pattern emergres. Fields with the same fertilitiy, less and more fertility are indistinguishable by the principal components. Thus, there is not a clear profile for farmer identified healthier soil or weaker soil based on principal components.

### Geographic Descriptors - PCA for soil profiles
This section will build on the principal component work above and look at improving understanding of local context to inform local adaptation. Here we will also construct soil profiles to simplify the scaling of promising products and practices to targeted locations. We don't have a full suite of predictors so we can't look at a comprehensive soil profile.

```{r}
ggplot(as.data.frame(pca1$x),aes(x=PC1,y=PC2, color=d$district)) + geom_point() + 
  labs(title = "PCA of soil attributes and district",
       x = "First PCA", y= "Second PCA", color="District")
```

When we color the figure by district, we start to see a pattern emerge. However, there are too many points to clearly detect where all districts fall. Let's instead look at the data by AEZ.


```{r}
ggplot(as.data.frame(pca1$x),aes(x=PC1,y=PC2, color=d$aez)) + geom_point() + 
  labs(title = "PCA of soil attributes and AEZ",
       x = "First PCA - Ca/Mg/pH", y= "Second PCA - N and C", color="AEZ")
```

Coloring the points by AEZ, we see a much clearer trend. The east is to the right of our graphic, then the central plateau followed by lake Kive and then Congo Nile in green on the left. What does this mean in terms of actual soil features? Let's look at the figure but with the variable associations layered on top. See here for [documentation](http://stats.stackexchange.com/questions/88880/does-the-sign-of-scores-or-of-loadings-in-pca-or-fa-have-a-meaning-may-i-revers)

```{r}
library(pca3d)
pca2d( pca1, biplot= TRUE, shape= 19, col= "black"  )
```

It appears that the right side of the graph, the eastern AEZ, is associated with pH, Mg and Ca. This indicates that as the first principal component increases, so does the level of pH, Ca and Mg. Conversely, total N and C increase as the second principal component decreases. In terms of the AEZ figure above, this suggest that the Congo Nile AEZ has higher levels of N and C. Let's test these hypotheses with a simple summary table:

```{r results='asis'}
print(kable(aggregate(d[,soilVars], by=list(d$aez), function(x){
  round(mean(x, na.rm=T),5)
})))
```

Confirmed! This likely also suggests that Congo Nile is at a higher altitude than the surrounding areas and that eastern Rwanda has relatively less weathered soils compared to western.

**Consequence for trial placement**: The Rwanda program is already blocking trials by AEZ but these data confirm that AEZ reflects meaningfu soil variation and thus captures key growing conditions for Rwandan farmers. Blocking trials by AEZ in Rwanda will enable us to evaluate trial hypotheses in more neutral pH ranges and higher N and C conditions.

### Principal Component Analysis (wet chemistry values)
```{r}
wetVal <- d[complete.cases(d[,wetVars]),]

pca2 <- prcomp(wetVal[,c("wet.C.E.C", "wet.pH", "wet.Mg", "wet.Ca")], center=TRUE, scale=TRUE)

pca2 <- prcomp(wetVal[, wetVars], center=TRUE, scale=TRUE)
```


```{r}
#plot(pca2)
ggplot(as.data.frame(pca2$x),aes(x=PC1,y=PC2, color=as.factor(wetVal$aez))) + geom_point() +
  labs(title = "Wet Chem PCA with AEZ", x = "First PC", y="Second PC",
       color="AEZ")
#pca2$rotation
```

```{r}
pca2d(pca2, biplot= TRUE, shape= 19, col= "black")
```

```{r results='asis'}

# put pca2$x PC1 in the main data to run the fertility perception model.
#mod8 <- lm(
suppressWarnings(
stargazer(list7, type="html", 
          title = "2016A Rwanda Soil Health Baseline - Farmer Perceived Fertility (wet chem)",
          covariate.labels = c("Farmer Opinion - Less Fertile",
                               "Farmer Opinion - More Fertile"),
          dep.var.caption = "",
          dep.var.labels = "",
          column.labels = c(gsub("wet.","", wetVars)),
          notes = "Reference category is same fertility as other fields. Includes FE for cell",
          notes.align = "l",
          omit=c("cell"), out=paste(od, "rw_baseline_fertility_qual_wet.htm", sep="/"))
)
```

## District and cell level summaries of soil and managment practices
```{r}
dist.sum <- aggregate(d[,out.list], by=list(d$district), function(x){
  return(c(
    paste(
      round(mean(x, na.rm=T),3), " (", round(median(x, na.rm=T),3), ")", 
      " (", round(sd(x, na.rm=T),2), ")", sep = ""
    )
    ))
})
```

```{r}
write.csv(dist.sum, file=paste(od, "district covariate summary.csv", sep = "/"))
```

```{r}
cell.sum <- aggregate(d[,out.list], by=list(d$cell), function(x){
  return(c(
    paste(
      round(mean(x, na.rm=T),3), " (", round(median(x, na.rm=T),3), ")", 
      " (", round(sd(x, na.rm=T),2), ")", sep = ""
    )
    ))
})
```

```{r}
write.csv(cell.sum, file=paste(od, "cell covariate summary.csv", sep = "/"))
```

## Female farmers farming poorer soils?
```{r}
remove <- "female"
genderBalance <- out.list[!out.list %in% remove]

equal <- do.call(rbind, lapply(genderBalance, function(x){
    
    out <- t.test(d[,x] ~ d[,"female"], data=d)
    tab <- data.frame(out[[5]][[2]],out[[5]][[1]], out[3])
    tab[,1:2] <- round(tab[,1:2],3)
    names(tab) <- c(names(out[[5]]), "pvalue")
    #tab[,3] <- p.adjust(tab[,3], method="holm")
    #tab[,3] <- ifelse(tab[,3] < 0.001, "< 0.001", round(tab[,3],3))
    #print(tab)
    return(tab)
  
}))

rownames(equal) <- NULL

# order variables 
equal$pvalue <- p.adjust(equal$pvalue, method="fdr")
rownames(equal) <- genderBalance
equal <- equal[order(equal$pvalue),]

equal$pvalue <- ifelse(equal$pvalue < 0.001, "< 0.001", round(equal$pvalue,3))
colnames(equal) <- c("Male Farmers","Female Farmers", "p-value")	
```

```{r}
write.csv(equal, file=paste(od, "rw female farmer status.csv", sep = "/"), row.names=T)
```

## Export the data for Eric  
  
```{r}
write.csv(d, file=paste(od, "rwanda_shs_merged_clean.csv",sep = "/"), row.names = F)
```

# Propensity Score Matching
We need to do a more rigorous job of accounting for differences between Tubura farmers and identified control farmers. Execute propensity score matching (PSM) to identify control farmers that overlap with Tubura farmers with regard to their likelihood of being a Tubura farmer.

```{r}
psmVars <- paste(c("female", "age", "hhsize", "total.seasons",
                   "cows", "goats", "chickens", "pigs", "sheep"),
                   collapse=" + ")

reg <- glm(as.formula(paste("client ~", psmVars, sep="")), 
           family= binomial(link="logit"), data=d)
summary(reg)	

# summarize predicted probabilities
pr <- data.frame(pr_score = predict(reg, type='response'), treat = d$client)

# graph
psmGraph <- ggplot() + geom_histogram(data=subset(pr, pr$treat==1), aes(x = pr_score, y=..count.., fill=as.factor(treat)), bins=80, position = "identity") +
    geom_histogram(data=subset(pr, pr$treat==0), aes(x=pr_score, y=-..count.., fill=as.factor(treat)), bins=80, position = "identity") +
    scale_y_continuous(limits=c(-150,150)) + 
  labs(title ="PSM score overlap", x = "PSM score", y="Farmer count",
       fill="Tubura/Control")

print(psmGraph)

pdf(file=paste(od, "rw_baseline_psm_overlap.pdf", sep="/"), height=8.5, width=11)
print(psmGraph)
dev.off()
```

**Interpretation** We have some overlap but it's clear that Tubura farmers occupy a different range than the identified control farmers. Let's continue with the PSM matching process but restrict ourselves to Tubura and control farmers that meet a certain PSM matching radius.

### Notes on PSM process:
We have to indicate a variable for matching. I'm choosing pH as we know it to be an issue in most of our operating areas and addressing soil acidity has numerous residual benefits to soil health. I'll want to do this for all soil outcomes, however.

* As a next step, I'd like to identify the matched subset and then regress Tubura tenure on soil outcomes. Does that make sense?
* I chose a caliper of 0.25. I should review this process with Maya to make certain I'm following best practice. I sort of just pulled that sd figure out of the sky.
* An initial check of the match quality using a common model indicates that the matches are poor.


```{r}
# PSM prep
tr <- cbind(d$client)
x <- d[, unlist(strsplit(psmVars, " + ", fixed=T))]
y <- soilVars


# PSM
set.seed(20161102)
m <- lapply(y, function(response){

  suppressWarnings(
  mod <- Match(Y = d[,response], Tr = tr, X = reg$fitted, ties=FALSE, replace=FALSE, caliper=0.25, estimand = "ATE")	
  )
  matchRes <- MatchBalance(tr ~ d[,response], match.out=mod, nboots=500, data=d, print.level = 0)
  return(list(mod, matchRes))
})
#lapply(m, summary)
```

Now check the naive model approach for PSM balance.

```{r}
matchRes <- do.call(rbind, lapply(1:length(m), function(model){
  val <- as.data.frame(cbind(
    standard.diff=m[[model]][[2]]$AfterMatching[[1]]$sdiff, 
    var.ratio = m[[model]][[2]]$AfterMatching[[1]]$var.ratio,
    sdiff.adj = m[[model]][[2]]$AfterMatching[[1]]$sdiff/100))
  return(val)
}))
rownames(matchRes) <- y
```

```{r results='asis'}
print(kable(matchRes))
```


**Interpretation**: We want to see standard mean differences less than the absolute value of 0.25 (or 0.1 if we're being conservative) and variance ratios close to 1 but certainly between 0.5 and 2. 

According to the [CRAN summary](https://cran.r-project.org/web/packages/Matching/Matching.pdf), sdiff is the standardized difference between the treatment and control units *multiplied by 100*. If I divide by 100, the values come much closer to reasonable value.

### Let the PSM models vary
The common model approach doesn't seem to be working for any of the variables. I'm going to rework the modeling approach so we can fit different models for each outcome upon which we're trying to match.

```{r}
d$age2 <- d$age^2
d$hhsize_age <- d$hhsize*d$age
d$hhsize2 <- d$hhsize^2

coreVars = c("female", "age", "hhsize", "own", "as.factor(cell)", "cows", "goats", "chickens", "pigs", "sheep", "black_soil", "red_soil", "sandy_soil")

psmList <- list(
  list(tr = "client",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="m3.Ca"),
  list(tr = "client",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="m3.Mg"),
  list(tr = "client",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="pH"),
  list(tr = "client",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="Total.N"),
  list(tr = "client",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="Total.C"),
  list(tr = "client",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="ExAl"),
  list(tr = "client",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="n_season_fert"),
  list(tr = "client",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="n_season_compost"),
  list(tr = "client",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="n_seasons_leg_1"),
  list(tr = "client",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="n_season_fallow"),
  list(tr = "client",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="logFert"),
  list(tr = "client",
       psmVars = paste(c(coreVars, "age2",
                   "hhsize2"),
                   collapse=" + "),
       y="n_seasons_leg_2"),
  list(tr = "client",
       psmVars = paste(c(coreVars, "age2",
                   "hhsize2"),
                   collapse=" + "),
       y="n_season_lime"),
  list(tr = "client",
       psmVars = paste(c("female", "age", "hhsize", "own",
                         "cows", "goats", "chickens", "pigs", "sheep",
                         "as.factor(district)", "age2", "hhsize2",
                         "hhsize_age"),
                   collapse=" + "),
       y="fert1.are"),
  # list(tr = "client",
  #      psmVars = paste(c("female", "age", "hhsize","as.factor(district)",
  #                  "cows", "goats", "chickens", "pigs", "sheep","age2", "hhsize2",
  #                        "hhsize_age"),
  #                  collapse=" + "),
  #      y="fert2.are"),
  list(tr = "client",
       psmVars = paste(c("female", "age", "hhsize","as.factor(district)",
                   "cows", "goats", "chickens", "pigs", "sheep","age2", "hhsize2",
                         "hhsize_age"),
                   collapse=" + "),
       y="compost.are")
  
)

# fertilizer application in 15B has missing values at the cell level so i include
# a district level control instead. We don't get a good fit with the current model.
# adjust!
# aggregate(d$fert1.are, by=list(d$client, d$cell), FUN=mean, na.rm=T)
# lime.are is also being finicky



# PSM
set.seed(20161102)
m <- lapply(psmList, function(listInput){

  naCheck <- unlist(strsplit(gsub("\\+", "", as.vector(listInput$psmVars))," ", fixed=TRUE))
  naCheck <- naCheck[-which(naCheck=="")]
  
  # keep complete cases of outcome variable
  k <- d[complete.cases(d[,listInput$y]),]
  k <- k[complete.cases(k[,listInput$y]),]
  
  # run glm regression:
  reg <- glm(as.formula(paste(listInput$tr, "~", listInput$psmVars, sep="")),  family= binomial(link="logit"), data=k)
  
  suppressWarnings(
  mod <- Match(Y = k[,listInput$y], Tr = k[,listInput$tr], X = reg$fitted, ties=FALSE, replace=FALSE, caliper=0.25, estimand = "ATE")	
  )
  matchRes <- MatchBalance(k[,listInput$tr] ~ k[,listInput$y], match.out=mod, nboots=500, data=k, print.level = 0)
  #print(listInput$y)
  return(list(mod, matchRes))
  
})

```

The models can now vary by outcome. Let's see if we can improve our results.

```{r}
matchRes <- do.call(rbind, lapply(1:length(m), function(model){
  val <- as.data.frame(cbind(
    standard.diff=m[[model]][[2]]$AfterMatching[[1]]$sdiff, 
    var.ratio = m[[model]][[2]]$AfterMatching[[1]]$var.ratio,
    sdiff.adj = m[[model]][[2]]$AfterMatching[[1]]$sdiff/100))
  return(val)
}))

namesInput <- NULL
for(i in 1:length(psmList)){
  namesInput[i] <- psmList[[i]]$y
}
rownames(matchRes) <- namesInput
```

```{r results='asis'}
print(kable(matchRes))
```

**Interpretation** If I divide the standardized mean differences by 100, we meet the balance criteria of the standardized mean difference being close to 0 and the variance being close to 1. Let's print out the model results to see how Tubura and control farmers compare on key soil meterics. These results should supercede the naive balance tables presented above.

We achieve acceptable balance for the soil attributes but we don't for seasons of fertilizer use. This is isn't entirely unexpected given that Tubura's primary service is providing fertilizer inputs and training.

```{r}
coefTable <- do.call(rbind, lapply(1:length(m), function(model){
  beta = round(m[[model]][[1]]$est.noadj,3)
  mean.Tr = round(m[[model]][[2]]$AfterMatching[[1]][[3]], 2)
  mean.Co = round(m[[model]][[2]]$AfterMatching[[1]][[4]], 2)
  pval = m[[model]][[2]]$AfterMatching[[1]][[10]][[3]] # p.value
  #pval = (1 - pnorm(abs(m[[model]][[1]]$est/m[[model]][[1]]$se.standard))) * 2
  pval = ifelse(pval < 0.001, "0.001", round(pval, 3))
  
  res = data.frame(beta, mean.Tr, mean.Co, pval)
  return(res)
}))
row.names(coefTable) <- namesInput
coefTable$pval.adj <- round(p.adjust(coefTable$pval, method="fdr"),3)
```

```{r results='asis'}
print(kable(coefTable))
```

I'm comparing season 1 clients to clients with more tenure in the PSM matching but I also need this variable for the threshold calculations

```{r}
# 0 is new client, 1 is returning client
d$tenure.tiers <- ifelse(d$client==1 & d$total.seasons==1, 0,
                         ifelse(d$client==1 & d$total.seasons>1, 1, NA))
```

## Calculate farmers under soil health thresholds - table 1

```{r}
thresh <- d %>% group_by(client) %>% dplyr::summarize(
  count = n(),
  ph = sum(pH<5.8),
  carbon = sum(Total.C < 2),
  nitrogen = sum(Total.N < 0.1),
  calcium = sum(m3.Ca < 1056),
  magnesium = sum(m3.Mg < 148)
  #aluminum = sum(ExAl)
) %>% mutate(
  under.ph = paste(paste(round(ph/count,4)*100, "%", sep=""), " (", ph, ")", sep=""),
  under.carbon = paste(paste(round(carbon/count,4)*100,"%", sep=""), " (", carbon, ")", sep=""),
  under.nitrogen = paste(paste(round(nitrogen/count,4)*100, "%", sep=""), " (", nitrogen, ")", sep=""),
  under.calcium = paste(paste(round(calcium/count,4)*100, "%", sep=""), " (", calcium, ")", sep=""),
  under.mag = paste(paste(round(magnesium/count,4)*100,"%", sep=""), " (", magnesium, ")", sep="")
) %>% as.data.frame() 

thresh <- thresh[, c("client", names(thresh)[grep("under", names(thresh))])]
thresh <- t(thresh)
colnames(thresh) = thresh[1, ] # the first row will be the header
colnames(thresh) = c("non-client", "client")
thresh = thresh[-1, ]

write.csv(thresh, file=paste(od, "table1_rw_thresholds.csv", sep = "/"), row.names = T)
```

New clients vs. returning clients summaries:

```{r}
newOld <- d %>% filter(!is.na(tenure.tiers)) %>% group_by(tenure.tiers) %>% 
  summarise(
  ph = round(mean(pH, na.rm=T),3),
  carbon = round(mean(Total.C, na.rm=T),3),
  nitrogen = round(mean(Total.N, na.rm=T),3),
  calcium = round(mean(m3.Ca, na.rm=T),3),
  magnesium = round(mean(m3.Mg, na.rm=T),3)
) %>% ungroup() 

newOld <- as.data.frame(t(newOld))
colnames(newOld) = newOld[1, ] # the first row will be the header
colnames(newOld) = c("New Client", "Returning Client")
newOld = newOld[-1, ]

#write.csv(newOld, file=paste(od, "rw table1 new old values.csv", sep = "/"), row.names = T)
```


New Clients vs. returning clients thresholds

```{r}
thresh.t <- d %>% filter(!is.na(tenure.tiers)) %>%
  group_by(tenure.tiers) %>% dplyr::summarize(
  count = n(),
  ph = sum(pH<5.8),
  carbon = sum(Total.C < 2),
  nitrogen = sum(Total.N < 0.1),
  calcium = sum(m3.Ca < 1056),
  magnesium = sum(m3.Mg < 148)
  #aluminum = sum(ExAl)
) %>% mutate(
  under.ph = paste(paste(round(ph/count,4)*100, "%", sep=""), " (", ph, ")", sep=""),
  under.carbon = paste(paste(round(carbon/count,4)*100,"%", sep=""), " (", carbon, ")", sep=""),
  under.nitrogen = paste(paste(round(nitrogen/count,4)*100, "%", sep=""), " (", nitrogen, ")", sep=""),
  under.calcium = paste(paste(round(calcium/count,4)*100, "%", sep=""), " (", calcium, ")", sep=""),
  under.mag = paste(paste(round(magnesium/count,4)*100,"%", sep=""), " (", magnesium, ")", sep="")
) %>% as.data.frame() 

thresh.t <- thresh.t[, c("tenure.tiers", names(thresh.t)[grep("under", names(thresh.t))] )]
thresh.t <- t(thresh.t)
colnames(thresh.t) = thresh.t[1, ] # the first row will be the header
colnames(thresh.t) = c("new client thold", "returning client thold")
thresh.t = thresh.t[-1, ]

# combine newOld summaries and percents below percentiles
thresh.t <- cbind(newOld, thresh.t)

write.csv(thresh.t, file=paste(od, "table1_rw_thresholds_tenure.csv", sep = "/"), row.names = T)
```

## Table 1:3 coefficients

```{r}
#
write.csv(coefTable, file=paste(od, "psm coefficients.csv", sep = "/"),
          row.names = T)

# sort by the order Eric wants
t1order <- c("pH", "Total.C", "Total.N", "m3.Ca", "m3.Mg", "ExAl")
table1vars <- paste(t1order, collapse = "|")
table1 <- coefTable[grep(table1vars, rownames(coefTable)), ]
table1 <- table1[order(match(rownames(table1), t1order)),]

write.csv(table1, file=paste(od, "psm coefficients ordered for ES.csv", sep = "/"))

# 11/17 added lime
t2order <- c("n_season_fert", "n_season_compost", "n_season_lime", "n_season_fallow", "n_seasons_leg_1", "n_seasons_leg_2")
table2vars <- paste(t2order, collapse = "|")
table2 <- coefTable[grep(table2vars, rownames(coefTable)), ]
table2 <- table2[order(match(rownames(table2), t2order)),]

write.csv(table2, file=paste(od, "psm coefficients ordered for ES_agprac.csv", sep = "/"))

#table 3
t3order <- c("fert1.are", "compost.are")
table3vars <- paste(t3order, collapse = "|")
table3 <- coefTable[grep(table3vars, rownames(coefTable)), ]
table3 <- table3[order(match(rownames(table3), t3order)),]
write.csv(table3, file=paste(od, "psm coefficients table3.csv", sep = "/"))
```

**Interpretation**: Propensity score matching gives us a comparable treatment and control group. The table above shows that after matching on those characteristics, there are effectively no differences between One Acre Fund farmer and Tubura farmers on soil attributes. The unadjusted p-values show 1AF farmers to have slow levels of soil nitrogen but this finding disappears if we account for running multiple matching models.

When we expand the outcome variable set to include practice variables, we first no longer get a good propensity score match for all variables. 

* Tubura participation so strongly overlaps with fertilizer use that the comparison group is no longer comparable. The resulting model shows a significant difference in seasons of fertilizer use.
* Tubura farmers have used compost for 0.3 more seasons than non-Tubura farmers. We don't observe a difference in N or C levels in the soil attributes however.
* We don't see a difference between Tubura and non-Tubura farmers on seasons of legumes being the primary crop in the study plot.

## Break out first season clients from more tenured - for appendix?

This requires us to re-run the PSM matching process, confirm that our models are sound and then output the results ala table 2 again. 


```{r}
psmList <- list(
  list(tr = "tenure.tiers",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="m3.Ca"),
  list(tr = "tenure.tiers",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="m3.Mg"),
  list(tr = "tenure.tiers",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="pH"),
  list(tr = "tenure.tiers",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="Total.N"),
  list(tr = "tenure.tiers",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="Total.C"),
  list(tr = "tenure.tiers",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="ExAl"),
  list(tr = "tenure.tiers",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="n_season_fert"),
  list(tr = "tenure.tiers",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="n_season_compost"),
  list(tr = "tenure.tiers",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="n_seasons_leg_1"),
  list(tr = "tenure.tiers",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="n_season_fallow"),
  list(tr = "tenure.tiers",
       psmVars = paste(coreVars,
                   collapse=" + "),
       y="logFert"),
  list(tr = "tenure.tiers",
       psmVars = paste(c(coreVars, "age2",
                   "hhsize2"),
                   collapse=" + "),
       y="n_seasons_leg_2"),
  list(tr = "tenure.tiers",
       psmVars = paste(c(coreVars, "age2",
                   "hhsize2"),
                   collapse=" + "),
       y="n_season_lime"),
  list(tr = "tenure.tiers",
       psmVars = paste(c("female", "age", "hhsize", "own",
                         "cows", "goats", "chickens", "pigs", "sheep",
                         "as.factor(district)", "age2", "hhsize2",
                         "hhsize_age"),
                   collapse=" + "),
       y="fert1.are"),
  # list(tr = "tenure.tiers",
  #      psmVars = paste(c("female", "age", "hhsize","as.factor(district)",
  #                  "cows", "goats", "chickens", "pigs", "sheep","age2", "hhsize2",
  #                        "hhsize_age"),
  #                  collapse=" + "),
  #      y="fert2.are"),
  list(tr = "tenure.tiers",
       psmVars = paste(c("female", "age", "hhsize","as.factor(district)",
                   "cows", "goats", "chickens", "pigs", "sheep","age2", "hhsize2",
                         "hhsize_age"),
                   collapse=" + "),
       y="compost.are")
  
)

# fertilizer application in 15B has missing values at the cell level so i include
# a district level control instead. We don't get a good fit with the current model.
# adjust!
# aggregate(d$fert1.are, by=list(d$client, d$cell), FUN=mean, na.rm=T)
# lime.are is also being finicky



# PSM
set.seed(20161102)
mappend <- lapply(psmList, function(listInput){

  naCheck <- unlist(strsplit(gsub("\\+", "", as.vector(listInput$psmVars))," ", fixed=TRUE))
  naCheck <- naCheck[-which(naCheck=="")]
  
  # keep complete cases of outcome variable
  k <- d[complete.cases(d[,listInput$y]),]
  k <- k[complete.cases(k[,listInput$y]),]
  k <- k[complete.cases(k[,listInput$tr]),]
  
  # run glm regression:
  reg <- glm(as.formula(paste(listInput$tr, "~", listInput$psmVars, sep="")),  family= binomial(link="logit"), data=k)
  
  suppressWarnings(
  mod <- Match(Y = k[,listInput$y], Tr = k[,listInput$tr], X = reg$fitted, ties=FALSE, replace=FALSE, caliper=0.25, estimand = "ATE")	
  )
  matchRes <- MatchBalance(k[,listInput$tr] ~ k[,listInput$y], match.out=mod, nboots=500, data=k, print.level = 0)
  #print(listInput$y)
  return(list(mod, matchRes))
  
})

matchRes <- do.call(rbind, lapply(1:length(mappend), function(model){
  val <- as.data.frame(cbind(
    standard.diff=m[[model]][[2]]$AfterMatching[[1]]$sdiff, 
    var.ratio = m[[model]][[2]]$AfterMatching[[1]]$var.ratio,
    sdiff.adj = m[[model]][[2]]$AfterMatching[[1]]$sdiff/100))
  return(val)
}))

namesInput <- NULL
for(i in 1:length(psmList)){
  namesInput[i] <- psmList[[i]]$y
}
rownames(matchRes) <- namesInput

```

```{r}
print(kable(matchRes))
```


```{r}
coefTable.append <- do.call(rbind, lapply(1:length(mappend), function(model){
  beta = round(mappend[[model]][[1]]$est.noadj,3)
  mean.Tr = round(mappend[[model]][[2]]$AfterMatching[[1]][[3]], 2)
  mean.Co = round(mappend[[model]][[2]]$AfterMatching[[1]][[4]], 2)
  pval = mappend[[model]][[2]]$AfterMatching[[1]][[10]][[3]] # p.value
  #pval = (1 - pnorm(abs(m[[model]][[1]]$est/m[[model]][[1]]$se.standard))) * 2
  pval = ifelse(pval < 0.001, "0.001", round(pval, 3))
  
  res = data.frame(beta, mean.Tr, mean.Co, pval)
  return(res)
}))
row.names(coefTable.append) <- namesInput
coefTable.append$pval.adj <- round(p.adjust(coefTable.append$pval, method="fdr"),3)
names(coefTable.append) <- c("beta", "Old Clients", "New Clients", "pval", "pval.adj")
```


```{r results='asis'}
print(kable(coefTable.append))
```

```{r}
# sort by the order Eric wants
t1order.a <- c("pH", "Total.C", "Total.N", "m3.Ca", "m3.Mg", "ExAl")
table1vars.a <- paste(t1order.a, collapse = "|")
table1.a <- coefTable.append[grep(table1vars.a, rownames(coefTable.append)), ]
table1.a <- table1.a[order(match(rownames(table1.a), t1order.a)),]

write.csv(table1.a, file=paste(od, "psm coefficients ordered for ES-appendix.csv", sep = "/"))

# 11/17 added lime
t2order.a <- c("n_season_fert", "n_season_compost", "n_season_lime", "n_season_fallow", "n_seasons_leg_1", "n_seasons_leg_2")
table2vars.a <- paste(t2order.a, collapse = "|")
table2.a <- coefTable.append[grep(table2vars.a, rownames(coefTable.append)), ]
table2.a <- table2.a[order(match(rownames(table2.a), t2order.a)),]

write.csv(table2.a, file=paste(od, "psm coefficients ordered for ES_agprac-appendix.csv", sep = "/"))

#table 3
t3order.a <- c("fert1.are", "compost.are")
table3vars.a <- paste(t3order.a, collapse = "|")
table3.a <- coefTable.append[grep(table3vars.a, rownames(coefTable.append)), ]
table3.a <- table3.a[order(match(rownames(table3.a), t3order.a)),]
write.csv(table3.a, file=paste(od, "psm coefficients table3-appendix.csv", sep = "/"))
```

## Study group balance post-match

See [here](http://stats.stackexchange.com/questions/50013/reconstructing-matched-data-set-from-rs-matching-package) for some guidance on hwo to use weights to reconstruct the group balance following the matches.

See [here](http://finzi.psych.upenn.edu/library/weights/html/wtd.t.test.html) for weighted t.test documentation

```{r}
suppressMessages(library(weights))
tableVars <- c("age", "female", "hhsize", "own")

postMatch <- do.call(rbind, lapply(1:length(m), function(model){
  
  innerPost <- do.call(rbind, lapply(tableVars, function(x){
  
  mean.t = weighted.mean(d[m[[model]][[1]]$index.treated,][,x], m[[model]][[1]]$weights)
  mean.c = weighted.mean(d[m[[model]][[1]]$index.control,][,x], m[[model]][[1]]$weights)
  
  # combined data
  dm <- as.data.frame(rbind(d[m[[model]][[1]]$index.treated,], 
              d[m[[model]][[1]]$index.control,]))
  
  test = wtd.t.test(d[m[[model]][[1]]$index.treated,][,x], 
                    d[m[[model]][[1]]$index.control,][,x],
                    weight=m[[model]][[1]]$weights,
                    samedata=TRUE)
  
  return(data.frame(model.num = model, 
                    outcome=x, 
                    tr=mean.t, 
                    contr = mean.c,
                    pval = test$coefficients[3][[1]]))
  }))
  
  return(innerPost)
}))
```

```{r}
write.csv(postMatch, file=paste(od, "rw post match covars.csv", sep = "/"),
          row.names = F)
```


## Models with PSM matched farmers

Per Robert's suggestion, now that we've matched Tubura and non-Tubura farmers, let's assess the severity of Tubura tenure on key soil health outcomes.

```{r}
tenureTab.add <- lapply(1:length(m), function(model){
  
  dm <- as.data.frame(rbind(d[m[[model]][[1]]$index.treated,], 
              d[m[[model]][[1]]$index.control,]))
  dm$client_tenure <- dm$client*dm$total.seasons
  mod <- lm(as.formula(paste("dm[,psmList[[model]]$y] ~", "total.seasons + as.factor(cell)", sep ="")), data=dm)
  return(mod)
})

# add tenured>=3 to d if we want to run this as a binary comparison

# tenureTab.binary <- lapply(1:length(m), function(model){
#   
#   dm <- as.data.frame(rbind(d[m[[model]][[1]]$index.treated,], 
#               d[m[[model]][[1]]$index.control,]))
#   dm$client_tenure <- dm$client*dm$total.seasons
#   mod <- lm(as.formula(paste("dm[,psmList[[model]]$y] ~", "tenured + as.factor(cell)", sep ="")), data=dm)
#   return(mod)
# })


```

```{r, results='asis'}
# modNames <- c("Calcium", "Magnesium", "pH", "Nitrogen", "Carbon", "Seasons fertilizer", "Seasons compost", "Seasons legumes", "Seasons fallow", "Fertilizer (log)", "Season Sec. legumes", "Seasons Lime", "Fertilizer/Are", "Compost/are")

modNames <- unlist(lapply(psmList, function(x){
  return(x$y)
}))
```

```{r eval=FALSE}
suppressWarnings(
stargazer(tenureTab.add, type="html", 
          title = "2016A Rwanda Soil Health Baseline - PSM Tenure",
          covariate.labels = "One Acre Fund Tenure", 
          dep.var.labels = "",
          #column.labels = modNames,
          #column.labels = c(gsub("m3.", "", as.vector(namesInput))),
          notes = "Includes FE for cell",
          omit=c("cell"), out=paste(od, "rw_baseline_matched_tenure.htm", sep="/"))
)
```

```{r}
plm.tenure <- function(x){
  
  intercept = x$coefficients[[1]]
  beta = round(x$coefficients[[2]],3)
  int.pval = summary(x)$coefficients[1,4]
  int.pval = ifelse(int.pval < 0.001, "< 0.001", round(as.numeric(int.pval),3))
  beta.pval = summary(x)$coefficients[2,4]
  beta.pval = ifelse(beta.pval < 0.001, "< 0.001", round(as.numeric(beta.pval),3))
  res = data.frame(intercept, int.pval, beta, beta.pval, stringsAsFactors = F)
  
  return(res)  
}

tenure.reg <- do.call(rbind, lapply(tenureTab.add, function(x){
  plm.tenure(x)
}))

rownames(tenure.reg) <- modNames
```

```{r}
t6order <- c("cows", "pigs", "sheep", "goats", "chickens")
table6vars <- paste(t6order, collapse = "|")
rw.table6 <- output[grep(table6vars, rownames(output)), ]
rw.table6 <- rw.table6[order(match(rownames(rw.table6), t4order)),]

ESorder <- c("pH", "Total.C", "Total.N", "m3.Ca", "m3.Mg", "ExAl", "n_season_fert",
             "logFert", "n_season_compost", "n_seasons_leg_1", "n_season_fallow")
ESorder.grep <- paste(ESorder, collapse = "|")
tenure.reg <- tenure.reg[grep(ESorder.grep,rownames(tenure.reg)),]
tenure.reg <- tenure.reg[order(match(row.names(tenure.reg), ESorder)),]

write.csv(tenure.reg, file=paste(od, "table13_reg.csv", sep = "/"), row.names=T)
```

**Interpretation**: Using a PSM matched sample, the models above assess the effects of additional years of farming with Tubura. Numerous control farmers have also been Tubura farmers in previous seasons. Thus, I'm keeping the model simple instead of adding a client*tenure interaction. We can easily test that as well though.

# Soil Clusters

## Heirarchical Clustering
I draw from [Robert's](robert.on@oneacrefund.org) example in the BGMS soil response notebook.

Scale soil variables to remove units as an issue.

```{r}
scaledSoil <- scale(d[,soilVars])
```

```{r}
clustMethods <- c("ward.D2", "single", "complete", "average", "mcquitty", "median", "centroid")
invisible(sapply(clustMethods, FUN=function(method) {
    plot(hclust(dist(scaledSoil), method=method), main=method, ylab="", label=FALSE)
}))
```

**Note**: I'm honestly not certain what we're looking for in these outputs. Look for a balanced tree? Ward looks pretty balanced.

```{r}
hc <- hclust(dist(scaledSoil), method="ward.D2")
```

```{r}
d$hc4 <- cutree(hc, k=4)
hcCentroids <- aggregate(list(d[,soilVars]), by=list(cluster=d$hc4), FUN=mean)
hcTable <- rbind(t(table(d$hc4)),
      t(round(hcCentroids, 2)))
```

```{r results='asis'}
print(kable(hcTable))
```

## K-means clustering

K-means clustering is a typical unsupervised learning algorithm. We start by identifying the number of clusters we should tell the formula to look for.

```{r}
numClusters <- 2:10
plot(numClusters,
     sapply(numClusters, FUN=function(k) { sum(kmeans(scaledSoil, centers=k, nstart=20, iter.max=20)$withinss) }),
     type="b", ylab="average within cluster sum of squared error")
```

We're looking for the bend in the graph. It seems to come at 3 but we can try both 3 and 4 and see how they match with our understanding of AEZ and environmental conditions.

```{r}
set.seed(20161125)
clusters <- 4
d$km4 <- kmeans(scaledSoil, centers=clusters, nstart=20, iter.max=20)$cluster
kmCentroids <- aggregate(list(d[,soilVars]), by=list(cluster=d$km4), FUN=mean)
kmTable <- rbind(t(table(d$km4)),
      t(round(kmCentroids, 2)))
```

```{r results='asis'}
print(kable(kmTable))
```

These clusters are roughly equally sized. Robert used another method, partitioning around Mediods, to better account for outliers that were causing the algorithm to create a small additional cluster. 

Give the clusters brief descriptions
```{r}
d$km4 <- factor(d$km4, labels=c("pH=5.9, C=1.7", 
                                "pH=6.1,C=2.4", 
                                "pH=5.1, C=2",
                                "pH=4.8, C=2.6"))
```


## Mappaing the location of the clusters
```{r}
suppressMessages(library(ggmap))
qmplot(lon, lat, data=d, color=d$km4)
#qmplot(lon, lat, data=d, color=as.factor(hc4))
```

```{r}
crdref <- CRS('+proj=longlat +datum=WGS84 +no_defs +ellps=WGS84 +towgs84=0,0,0')
e <- d[!is.na(d$lon),]
ss <- SpatialPointsDataFrame(coords = e[, c("lon", "lat")], data=e, proj4string = crdref)

pal <- colorFactor("RdYlBu", domain=unique(ss$km4))

leaflet() %>% addTiles() %>%
  setView(lng=rwanda$longitude, lat=rwanda$latitude, zoom=8) %>%
  addCircleMarkers(lng=ss$lon, lat=ss$lat, 
                   #radius= ifelse(ss$km4==1, 10,6),
                   color = pal(ss$km4), clusterOptions = markerClusterOptions(disableClusteringAtZoom=11, spiderfyOnMaxZoom=FALSE)) %>% 
  addLegend(pal = pal, values=unique(ss$km4), title = "Clusters ")
  
```

## Soil clusters by altitude and AEZ
```{r}
ggplot(d, aes(x=km4, y=alt)) + geom_boxplot()
```

### Soil clusters by altitude and rainfall
Try this when we have aWhere data

## Compare clusters to AEZ
```{r results='asis'}
print(kable(table(d$km4, d$aez)))
```

We're not seeing close alignment between clusters and AEZ. This is probably because AEZ are a mix of altitude, rainfall, temperature and soil. When we have weather data we can try to cluster again and see if we're more closely aligned.

Alternatively, this could be initial evidence that the AEZ designations are not capturing and separating variation very well. I think we need to start with more data though.

# Mapping

## Soil health maps for soil health study areas

```{r}
#crdref <- CRS('+proj=longlat +datum=WGS84')
crdref <- CRS('+proj=longlat +datum=WGS84 +no_defs +ellps=WGS84 +towgs84=0,0,0')
e <- d[!is.na(d$lon),]
ss <- SpatialPointsDataFrame(coords = e[, c("lon", "lat")], data=e, proj4string = crdref)

rw <- getData("GADM", country='RW', level=3, path = "/Users/mlowes/drive/optimized_agronomy/soil/soil_health_study/data") # the higher the number, the higher the resolution

#ext.rw.ss matches points with spatial polygons in rw
ext.rw.ss <- extract(rw[, "NAME_3"], ss)
ss$spatialname <- ext.rw.ss$NAME_3
frw <- fortify(rw, region="NAME_3")

#for soil features
ss.soil <- aggregate(ss@data[,soilVars], by=list(ss@data$spatialname), function(x){
  mean(x, na.rm=T)
})

plotReady <- dplyr::left_join(frw, ss.soil, by=c("id"="Group.1"))

ss.count <- ss@data %>% group_by(spatialname) %>% dplyr::summarize(
  count = n()
) %>% as.data.frame()

countPlot <- dplyr::left_join(frw, ss.count, by=c("id"="spatialname"))


```

Generate district density summaries for Nathaniel to pair with the map

```{r}
districtDensity <- d %>% group_by(district) %>% dplyr::summarize(
  count = n()
) %>% as.data.frame()

cellDensity <- d %>% group_by(district, cell) %>% dplyr::summarize(
  count = n()
) %>% as.data.frame()

write.csv(districtDensity, file=paste("output", "rw district density table.csv", sep = "/"),
          row.names=T)
write.csv(cellDensity, file=paste("output", "rw cell density table.csv", sep = "/"),
          row.names=T)

```


## Static map of sampling density

```{r}
library(RColorBrewer)
mapRes <-  ggplot(countPlot, aes(x=long, y=lat, group=group)) + geom_path() + 
  geom_polygon(aes(fill=countPlot$count)) + 
  #coord_map(xlim = c(33.5, 36),ylim = c(-2, 1.75)) +
  scale_fill_gradientn(colours = brewer.pal(9,"Reds"), # define colors
        name = "Sampling Density",
        guide = guide_colorbar(legend.direction = "vertical")) + 
  theme_bw() + 
  labs(title="Rwanda soil health study sampling density", x = "Longitude", y="Latitude")
print(mapRes)

pdf(paste(od, "rwanda sampling density.pdf", sep = "/"), width=11, height=8.5)
print(mapRes)
dev.off()
```

## Plot simple summary of soil characteristics

Consider revising these maps to a smaller greographic unit. Add the name of the location for uninitiated users.
```{r cache=TRUE}
library(RColorBrewer)
mapList <- list()
for(i in 1:length(soilVars)){
mapRes <-  ggplot(plotReady, aes(x=long, y=lat, group=group)) + geom_path() + 
  geom_polygon(aes(fill=plotReady[,soilVars[i]])) + 
  scale_fill_gradientn(colours = rev(brewer.pal(9,"Reds")), # define colors
                       name = soilVars[i],
                       guide = guide_colorbar(legend.direction = "vertical")) + 
  theme_bw() + 
  labs(title=paste("Rwanda long term soil health baseline - 2016", soilVars[i], sep= " "), x = "Longitude", y="Latitude")
mapList[[i]] <- mapRes
print(mapRes)
} 
```

```{r eval=FALSE}
# This is a small experiment to combine raster (spdf) and leaflet and be able to access the data in the raster interactively.
#mapLayer <- sp::merge(rw, ss.soil, by.x="NAME_3", by.y="Group.1")

# fill = T, fillOpacity = 0.7, fillColor = d.fill, 
#         stroke = T, color = "white", weight = 2, dashArray = 3, 
#         opacity = 0.5, popup = county.tt(d)

# leaflet(mapLayer) %>% addTiles() %>%
#   setView(lng=rwanda$longitude, lat=rwanda$latitude, zoom=8) %>%
#   addPolygons(
#     stroke = TRUE, opacity=0.2, smoothFactor = 0.5, 
#     fillColor=mapLayer$pH, fillOpacity = 0.5)

```

```{r message=FALSE, cache=TRUE}
pdf(file=paste(md, "rw_shs_baseline_soil_maps.pdf", sep = "/"), width=11, height=8.5)
for(i in 1:length(mapList)){
print(mapList[[i]])
}  
dev.off()
```


## Interpolations of soil health values
Interpolate soil health values for full operating area using soil health study values. We want to eventually add all Rwandan soil values into a single dataset to update and hone these values. See [here](https://rstudio.github.io/leaflet/raster.html) for more guidanace

**note**: 

* Layer on the Tubura sites to the interpolated map. 
* Use leaflet so you can zoom in and out more easily. 
* Make it a raster layer that you can click on understand the values at different locations and the name of the location. I'll need to make this a [shiny app](http://stackoverflow.com/questions/28938642/marker-mouse-click-event-in-r-leaflet-for-shiny) to have that functionality

The code below will run 5 K-fold cross validation to compare interpolation models. The output will be fed into the interpolate leaflet code below.


**Check that I'm handling the projection correctly with Robert**

```{r cache=FALSE}
# proj4string(ss) <- CRS("+init=epsg:4326")
# ss <- spTransform(ss, CRS=("+proj=utm +zone=36N +datum=WGS84"))
```

```{r results=FALSE}

# root mean sq error for evaluating models
RMSE <- function(observed, predicted) {
  sqrt(mean((predicted - observed)^2, na.rm=TRUE))
}

# set k folds to 5
set.seed(20161030)
nfolds <- 5
k <- kfold(ss, nfolds) # from dismo

# cross validation of models
ensrmse <- tpsrmse <- idwrmse <- rep(NA, 5) # assing multiple objects at once

cv <- function(x) {
  
  for(i in 1:nfolds) {
    train <- ss[k!=i,]
    test <- ss[k==i,]

  train <- train[!is.na(train@data[,x]),]
  
  # inverse distance weights
  m <- gstat(formula=as.formula(paste(x, '~ 1')), locations=train)
  p1 <- predict(m, newdata=test, debug.level=0)$var1.pred
  idwrmse[i] <-  RMSE(test@data[,x], p1) #idw rsme
  
  # krieging
  # m <- autoKrige(formula=as.formula(paste(x, "~ 1")), input_data = train)
  # p2 <- predict(m, newdata=test, debug.level=0)$var1.pred
  # krigrmse[i] <-  RMSE(test$OZDLYAV, p2)
  
  # thin plate spline
  m <- Tps(coordinates(train), train@data[,x]) 
  p3 <- predict(m, coordinates(test))
  tpsrmse[i] <-  RMSE(test@data[,x], p3)
  
  w <- c(idwrmse[i], tpsrmse[i]) # combine the rmse
  weights <- w / sum(w) # weight them
  ensemble <- p1 * weights[1] + p3 * weights[2] 
  # multiply predictions by weights
  ensrmse[i] <-  RMSE(test@data[,x], ensemble) # truly an ensemble result?
  }
  
  output <- rbind(idwrmse, tpsrmse, ensrmse)
  return(output)
  
}
```


Now loop over the variables of interest where x is the soilVar variable. 


```{r results=FALSE}
output <- lapply(soilVars, function(x){
  ini <- data.frame(cv(x))
  ini$ave <- apply(ini[,1:5], 1, function(y){mean(y, na.rm=T)})
  res <- paste("Best model is ", row.names(ini[which.min(ini$ave),]),  sep = "")
  return(list(ini, res))
})
```

## Interpolated soil maps

```{r message=FALSE}
r <- raster(res=1/12)
r <- crop(r, floor(extent(rw)))

maps <- lapply(soilVars, function(x){
  m <- Tps(coordinates(ss), ss@data[,x])
  # make raster layer with model, raster is rwanda empty raster, model is m
  tps <- interpolate(r, m)
  tps <- crop(tps, rw)
  tps <- raster::mask(tps, rw) # cuts the tps raster down to the rw boundaries
  x <- gsub("m3.", "", x)
  
  palColors <- leaflet::colorNumeric(palette = "Reds", values(tps), na.color = "transparent")
  
  suppressWarnings(
  leaflet() %>% addTiles() %>%
  addRasterImage(tps, colors=palColors, opacity = 0.8) %>%
  setView(lng=rwanda$longitude, lat=rwanda$latitude, zoom=8) %>%
  addLegend(pal = palColors, values = values(tps), title = paste("Soil Value ", x, sep=""))
  )
})

save(maps,ss, file=paste(dd, "rw_baseline_interpolation_maps.Rdata", sep = "/"))

tagList(maps)
```

Print out the interpolated values for inclusion in the report. 

```{r}
pdf(file=paste(md, "rw_shs_bl_interpolation_soil_vars.pdf", sep = '/'), width=11, height=8.5)
lapply(soilVars, function(x) {
  m <- Tps(coordinates(ss), ss@data[,x])
  # make raster layer with model, raster is rwanda empty raster, model is m
  tps <- interpolate(r, m)
  tps <- crop(tps, rw)
  tps <- raster::mask(tps, rw) # cuts the tps raster down to the rw boundaries
  x <- gsub("m3.", "", x)
  
suppressMessages(
  outPlot <- invisible(print(
  plot(tps, main= paste("Soil TPS Interpolation ", x, sep="- ")),
  plot(rw, add=T, na.print=NULL)
  ))
)
})
dev.off()
```


--end